tag:blogger.com,1999:blog-8252277345276763772024-03-05T16:22:51.630-08:00dreaMING of Fusionme, linux, programming and green!YewMinghttp://www.blogger.com/profile/00485107543380065465noreply@blogger.comBlogger46125tag:blogger.com,1999:blog-825227734527676377.post-448624031643115482020-07-01T06:26:00.001-07:002020-07-01T06:26:43.161-07:00Windows Calibri and Cambria fonts for Linux Debian/Ubuntu<div>If you need to use Office365 web apps for work collaboration with other people on a Linux Debian/Ubuntu machine, try installing the following substitute font. It makes document, spreadsheet sharing and emails much easier as these substitute fonts are metrics compatible with the original Microsoft fonts. This means that the document layouts are not affect and look very similar on Linux compared to Windows.</div><div><br /></div><div><pre>apt-get install fonts-crosextra-carlito fonts-crosextra-caladea</pre></div><div><br /></div><div>For comparison, below are some screenshots using both Calibri and Cambria fonts.</div><div><br /></div><div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><img height="358" 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" style="margin-left: auto; margin-right: auto;" width="640" /></td></tr><tr><td class="tr-caption" style="text-align: center;">Word 2016 on Windows 10<br /></td></tr></tbody></table></div><div><br /></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><img height="369" 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" style="margin-left: auto; margin-right: auto;" width="640" /></td></tr><tr><td class="tr-caption" style="text-align: center;">Word Online on Firefox Ubuntu 20.04<br /></td></tr></tbody></table><div></div><div><br /></div><div></div><div>The fonts are slightly different but the layout of the text, line wrapping are the same on both Windows and Linux.<br /></div><div></div><div></div><div><br /></div><div><br /></div><div>Source: <a href="https://wiki.debian.org/SubstitutingCalibriAndCambriaFonts">https://wiki.debian.org/SubstitutingCalibriAndCambriaFonts</a><br /></div><div><br /></div>YewMinghttp://www.blogger.com/profile/00485107543380065465noreply@blogger.com0tag:blogger.com,1999:blog-825227734527676377.post-29253578644397648762019-11-10T23:55:00.001-08:002019-11-10T23:55:13.103-08:00Ubuntu UFW fules for uPnP client<div dir="ltr" style="text-align: left;" trbidi="on">
I'm trying to use VLC on Ubuntu PC to access minidlna on Raspberry Pi.<br />
<br />
uPnP seems requires bi-directional UDP.<br />
<br />
minidlna will listen to UDP packets at port 1900 and also reply with source port 1900.<br />
<br />
So, to allow VLC to receive reply from minidlna, we have to allow UDP packets from source port 1900.<br />
<br />
<span style="font-family: "Courier New", Courier, monospace;">> sudo ufw allow from 192.168.0.0/24 port 1900 proto udp</span></div>
YewMinghttp://www.blogger.com/profile/00485107543380065465noreply@blogger.com0tag:blogger.com,1999:blog-825227734527676377.post-26529938216839187612019-08-11T23:04:00.003-07:002019-08-11T23:04:43.794-07:00Ubuntu UFW app profile for Steam Link Game Streaming<div dir="ltr" style="text-align: left;" trbidi="on">
I've recently tried Steam Link to stream game to my Android device but quickly found out it was blocked due to UFW firewall.<br />
I've found this GitHub issue and UFW settings: <a href="https://github.com/ValveSoftware/steam-for-linux/issues/4803#issue-200408537">https://github.com/ValveSoftware/steam-for-linux/issues/4803#issue-200408537</a><br />
To make it convenient, I've created an app profile file to be placed in /etc/ufw/application.d/ folder so that we can easily added or removed from ufw.<br />
<br />
Here's the steps:<br />
<br />
1. Create a text file /etc/ufw/application/steam_link with the following content:<br />
<br />
<span style="font-family: "Courier New", Courier, monospace;">[SteamLink]<br />title=Steam Link<br />description=Steam Link Game Streaming<br />ports=27037/tcp|27031/udp|27036</span><br />
<br />
2. After the file is saved, it should now appear in the list with "ufw app list" command. For example:<br />
<span style="font-family: "Courier New", Courier, monospace;"><br /></span>
<span style="font-family: "Courier New", Courier, monospace;">$ sudo ufw app list<br />Available applications:<br /> CUPS<br /> OpenSSH<br /> Postfix<br /> Postfix SMTPS<br /> Postfix Submission<br /> SteamLink</span><br />
<br />
<br />
3. To allow the new steam link application rule, I use the following to command to only allow it on my local LAN:<br />
<br />
<span style="font-family: "Courier New", Courier, monospace;">$ sudo ufw allow from 192.168.0.0/24 to any app SteamLink<br />Rule added<br /></span><br />
<span style="font-family: "Courier New", Courier, monospace;">$ sudo ufw status<br />Status: active<br /><br />To Action From<br />-- ------ ----<br />OpenSSH ALLOW 192.168.0.0/24 <br />SteamLink ALLOW 192.168.0.0/24</span><br />
<br />
<br />
<br /></div>
YewMinghttp://www.blogger.com/profile/00485107543380065465noreply@blogger.com0tag:blogger.com,1999:blog-825227734527676377.post-41058232597850749052017-07-29T20:26:00.001-07:002017-07-30T02:10:38.057-07:00Fake screw! Fake terminal block! And modifying multi-color LED ceiling lamp's default behavior<div dir="ltr" style="text-align: left;" trbidi="on">
I've recently bought some LED ceiling lamps that supports multiple color temperature (daylight,warm white and "natural" white) by toggling the power switch as below.<br />
<div class="separator" style="clear: both; text-align: center;">
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZFRs49yLMfUEqzcbw1ZVgpCHbfZkMgacdurigXL_7cZQZ-njMTCzGx6fTwnvli-zI90Wy_-T74xM2GZcOT_bH0-SqrxjmdMr7Hc898DX41ffMWwLBUg_bSeV_eDGwCaedg3-NC-6auyM/s0/VID_20170730_095827.mp4" frameborder="0" height="266" src="https://www.youtube.com/embed/6448401142521565490?feature=player_embedded" width="320"></iframe></div>
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<br />
However, I prefer the default color to be warm white instead of daylight as it will be installed in a bedroom and less blue light might help with my occasional insomnia. So I decided to try to modify since it should not be too hard since they LEDs and a constant current LED driver like below.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8We60g_T1p647perFVRgDn5-PzmQddXMo3tJYS4QXg2OuERsD3CmSewc3RiTpZgcY1iIF1ijLLff3nlw2VMWGm6PQXwEQsvcZLHM_VCLYZhSZhjbG3bchVtG_3tYANP52HgCgvVRFQ88/s1600/IMG_20170730_093721.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8We60g_T1p647perFVRgDn5-PzmQddXMo3tJYS4QXg2OuERsD3CmSewc3RiTpZgcY1iIF1ijLLff3nlw2VMWGm6PQXwEQsvcZLHM_VCLYZhSZhjbG3bchVtG_3tYANP52HgCgvVRFQ88/s320/IMG_20170730_093721.jpg" width="320" /></a></div>
<br />
<br />
First I tried to open up the LED driver and have a look at the circuit inside. But when I tried to turn my screw driver on the 2 screws on the orange colored part, it didn't turn at all. Upon closer inspection, it seems that those are fake plastic molded screw!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2P8jfXdKLk8jVGO64tLphVVkSbuwnX-HQOFk216nEl_oPTBDYIUK-LGEMILvQdsEt3ZLQ5agYSJxKdQvuGA5Uwqan1VrUHzwWX9u6nGexAVhZBWzgcEef_v6jAss82Auegc_6F7VSml0/s1600/IMG_20170730_104724.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2P8jfXdKLk8jVGO64tLphVVkSbuwnX-HQOFk216nEl_oPTBDYIUK-LGEMILvQdsEt3ZLQ5agYSJxKdQvuGA5Uwqan1VrUHzwWX9u6nGexAVhZBWzgcEef_v6jAss82Auegc_6F7VSml0/s320/IMG_20170730_104724.jpg" width="320" /></a></div>
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After a while, I figured out that the entire orange colored terminal block was also fake! 😆<br />
It is just piece of plastic held together those snap-on plastic parts.<br />
Hahaha.. I guess this is not too surprising since it comes from the country that also produces fake rice, fake eggs, etc... 😜<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-5y0wGJVy1K190yoH0Pl9WcWtdpH_YTiE1dMb-fs3avtf8aew6RS3WfIWhyBcYeFXg5pnvNjCM-t5NeHbx9AoSr2u_uShunKPfq37dbONDJuLKHdGUpyszg7y10jfaldH8ncxFbgQ88w/s1600/IMG_20170730_093900.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-5y0wGJVy1K190yoH0Pl9WcWtdpH_YTiE1dMb-fs3avtf8aew6RS3WfIWhyBcYeFXg5pnvNjCM-t5NeHbx9AoSr2u_uShunKPfq37dbONDJuLKHdGUpyszg7y10jfaldH8ncxFbgQ88w/s320/IMG_20170730_093900.jpg" width="240" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5yBHBfY8yY0h97TPo8-l0aNLzHSwU2XB4-SaL1Koyx0swxyZU6DJb2jTqHnqXJusvby2DhwIJVb7Vkjb3-cvNWcS45eqK0YIvLVFNMb64Q8y_F-bUNmGmryD9wbj6xBy6-dE9PkrHF0Y/s1600/IMG_20170730_094044.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5yBHBfY8yY0h97TPo8-l0aNLzHSwU2XB4-SaL1Koyx0swxyZU6DJb2jTqHnqXJusvby2DhwIJVb7Vkjb3-cvNWcS45eqK0YIvLVFNMb64Q8y_F-bUNmGmryD9wbj6xBy6-dE9PkrHF0Y/s320/IMG_20170730_094044.jpg" width="240" /></a></div>
<br />
I wonder why they made it to look like the conventional T8 fluorescent tube ballast choke although the PCB inside is actually 30% smaller the plastic chassis. They could have made it simpler and smaller. I could only guess that it is suppose to make it easier for electrical wireman to install without additional training.<br />
<br />
Anyway, from the PCB and the diagram on the chassis, I could figure out that it connects to the LED lamp using 3 wires with common-anode configuration. So, it seem like there are only 2 types of LEDs in the lamp (warm white and daylight) while the third color is just simulated by mixing both.<br />
<br />
Hence, to change the default behavior, I just have to swap the output for warm white and daylight wiring on the connector.<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCICdhFHWN-W0mspGL8mgpQ6Yg7n3WtG9KdDD5mP4h3YkFutsPkhzpj6JPeHs5inLWCE1-9x1dgRN-_dAi_r9tQwHC_NK1gXjaFAXbKxtbL1BGQ4Qop24IaEmfvF_5Cq-zgnfbBGUce4E/s1600/IMG_20170730_094803.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCICdhFHWN-W0mspGL8mgpQ6Yg7n3WtG9KdDD5mP4h3YkFutsPkhzpj6JPeHs5inLWCE1-9x1dgRN-_dAi_r9tQwHC_NK1gXjaFAXbKxtbL1BGQ4Qop24IaEmfvF_5Cq-zgnfbBGUce4E/s320/IMG_20170730_094803.jpg" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Originally Red V+, Green V1, Blue V1</td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgCdHbeBJy_81XE2_ObYIIQ9KSl2L6WeK2Zn6dxIc94bc4SsLjTOK__izm44hoNign7klYwjDZzIILzSLUDbEocztVeKJWtfaqBMWEJ9OvW8qjNVsk2KNHixnZyTjvmZE9IH0S-gEI984/s1600/IMG_20170730_100249.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgCdHbeBJy_81XE2_ObYIIQ9KSl2L6WeK2Zn6dxIc94bc4SsLjTOK__izm44hoNign7klYwjDZzIILzSLUDbEocztVeKJWtfaqBMWEJ9OvW8qjNVsk2KNHixnZyTjvmZE9IH0S-gEI984/s320/IMG_20170730_100249.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Green and blue lines are swapped.</td></tr>
</tbody></table>
With this simple mod, it defaults to warm white!<br />
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<div style="text-align: center;">
<iframe height="240" src="https://drive.google.com/file/d/1rtLhKZrs27IIlPGvBaLXDBW4anVi9_3_ZA/preview" width="427"></iframe>
</div>
Anyway, I have also measured the power consumption of the lamp with my power meter. The box says 24W but it seems that it is only consuming 22.3W.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEix_2aqyhQp6yFr-Wo4hvbdQdRtaq_QCxCR2DfE1aOo8EoZH_2BdT90za6jc8FsxSRo0M5Jrci8MnqHW4K8PN-Yi2hyphenhyphenRulvfFHC-UPdRIujArTzBc8OvbUpDnHxFw0gnua6X4qHKxss0S4/s1600/IMG_20170730_095434.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEix_2aqyhQp6yFr-Wo4hvbdQdRtaq_QCxCR2DfE1aOo8EoZH_2BdT90za6jc8FsxSRo0M5Jrci8MnqHW4K8PN-Yi2hyphenhyphenRulvfFHC-UPdRIujArTzBc8OvbUpDnHxFw0gnua6X4qHKxss0S4/s320/IMG_20170730_095434.jpg" width="240" /></a></div>
<br />
While I like the idea that it is more energy efficient, it seems that I might be getting short changed as consuming less power means that it might not output as much lumens as stated on the box. Also the power factor seems pretty horrible. For comparison, a good 10.5W Panasonic LED bulb I bought previously measures at 10.9W and 70% power factor.<br />
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YewMinghttp://www.blogger.com/profile/00485107543380065465noreply@blogger.com0tag:blogger.com,1999:blog-825227734527676377.post-31653907017167082672016-02-08T15:57:00.000-08:002016-02-08T15:57:37.459-08:00Raspberry PI's hardware random number generator for /dev/random<div dir="ltr" style="text-align: left;" trbidi="on">
I've stumble upon that Raspberry PI has a built in hardware random number generator.<br />
<br />
<a href="http://scruss.com/blog/2013/06/07/well-that-was-unexpected-the-raspberry-pis-hardware-random-number-generator/" target="_blank">http://scruss.com/blog/2013/06/07/well-that-was-unexpected-the-raspberry-pis-hardware-random-number-generator/</a><br />
<br />
The <a href="https://www.raspberrypi.org/wp-content/uploads/2012/02/BCM2835-ARM-Peripherals.pdf" target="_blank">BCM2835 datasheet</a> also does not provide any info about the RNG.<br />
<br />
I also found out that the kernel module is also loaded:<br />
<span style="font-family: Courier New, Courier, monospace;">pi@raspberrypi ~ $ lsmod | grep bcm</span><br />
<span style="font-family: Courier New, Courier, monospace;">snd_bcm2835 22317 0 </span><br />
<span style="font-family: Courier New, Courier, monospace;">snd_pcm 92397 1 snd_bcm2835</span><br />
<span style="font-family: Courier New, Courier, monospace;">snd 66972 5 snd_bcm2835,snd_timer,snd_pcm,snd_seq,snd_seq_device</span><br />
<span style="color: blue; font-family: Courier New, Courier, monospace;">bcm2835_rng 2215 0 </span><br />
<span style="font-family: Courier New, Courier, monospace;">bcm2835_gpiomem 3703 0</span><br />
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However, it is currently not fed to /dev/random</div>
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Also, occasionally, I realize there is a long pause when trying to log in to SSH when the random entropy pool runs out because I'm using it mostly headless so the random source are rather limited.</div>
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<br /></div>
<div>
To do that, I just installed rng-tools with:</div>
<div>
<span style="font-family: Courier New, Courier, monospace;">$ sudo apt-get install rng-tools</span></div>
<div>
<br /></div>
<div>
Default settings for rngd seems good enough as /etc/init.d/rng-tools seems to automatically detect the /dev/hwrng and automatically use it:</div>
<div>
<span style="font-family: Courier New, Courier, monospace;">$ ps aux | grep rng</span></div>
<div>
<span style="font-family: Courier New, Courier, monospace;">root 32539 0.1 0.3 26404 1312 ? SLsl Feb08 2:12 /usr/sbin/rngd -r <span style="color: blue;">/dev/hwrng</span></span></div>
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<div>
Now, we can see that the entropy poll is always good, and more thatn 2000 bits while previously it can run low and down to a few hundred:</div>
<div>
<span style="font-family: Courier New, Courier, monospace;">$ cat /proc/sys/kernel/random/entropy_avail</span></div>
<div>
<span style="font-family: Courier New, Courier, monospace;">2798</span></div>
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<br /></div>
<div>
As usual, we can always refer to the excellent Arch Linux's wiki for more info about rng-tools:</div>
<div>
<a href="https://wiki.archlinux.org/index.php/Rng-tools" target="_blank">https://wiki.archlinux.org/index.php/Rng-tools</a></div>
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YewMinghttp://www.blogger.com/profile/00485107543380065465noreply@blogger.com0tag:blogger.com,1999:blog-825227734527676377.post-64380632563111585712016-01-31T15:44:00.001-08:002016-01-31T15:44:38.188-08:00Simple PIC16F72-based digital clock with DS32KHZ TCXO <div dir="ltr" style="text-align: left;" trbidi="on">
Just to keep this blog updated, I've made a digital clock with a DS32KHZ TCXO to provide accurate time keeping. Details are at github: https://github.com/sonofusion82/ds32khz_clock<br />
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<a href="https://github.com/sonofusion82/ds32khz_clock/raw/master/img/IMG_20160109_142033.jpg?raw=true" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://github.com/sonofusion82/ds32khz_clock/raw/master/img/IMG_20160109_142033.jpg?raw=true" width="320" /></a></div>
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YewMinghttp://www.blogger.com/profile/00485107543380065465noreply@blogger.com0tag:blogger.com,1999:blog-825227734527676377.post-17572970772868864912015-05-05T01:39:00.000-07:002015-05-05T01:45:18.290-07:00Fixing USB audio controller (CM108) for headphones <div dir="ltr" style="text-align: left;" trbidi="on">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj73_AyOWkGqsJZh7FQRbOWHQDTK6XnRzSVBi1nvWbvaUUxStwx8W5VATc1ct_EA27M8kgARsyOVbPAQPgnJ80J93tKsDRB7iPHvOy6npXGht4dvvoZhSU1rRdyiLFVnTy0icfuRoRyofo/s1600/IMG_20150505_124355.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="258" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj73_AyOWkGqsJZh7FQRbOWHQDTK6XnRzSVBi1nvWbvaUUxStwx8W5VATc1ct_EA27M8kgARsyOVbPAQPgnJ80J93tKsDRB7iPHvOy6npXGht4dvvoZhSU1rRdyiLFVnTy0icfuRoRyofo/s400/IMG_20150505_124355.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cheap USB audio controller</td></tr>
</tbody></table>
Recently, I bought a cheap USB audio controller because my motherboard's built-in microphone input was dead. However, there were some problems with the stereo output. It seems to work well when it was connected to a pair of powered speakers, but there was only noise when connected directly to my earphones. When I measured the output voltage, it shows a 2 - 4 V bias voltage which is unusual because it should not have any bias voltages and normally 0 V when no audio.<br />
<br />
When plugged into my Linux machine, lsusb shows the following:<br />
<span style="font-family: Courier New, Courier, monospace; font-size: x-small;"><br /></span>
<span style="font-family: Courier New, Courier, monospace; font-size: x-small;">$ lsusb | grep -i audio</span><br />
<span style="font-family: Courier New, Courier, monospace; font-size: x-small;">Bus 005 Device 003: ID 0d8c:013c C-Media Electronics, Inc. CM108 Audio Controller</span><br />
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So, with a little googling for CM108, I found that the datasheet at <a href="http://www.halicky.sk/om3cph/sb/CM108_DataSheet_v1.6.pdf">http://www.halicky.sk/om3cph/sb/CM108_DataSheet_v1.6.pdf</a> and also Kevin Custer's site about modifying it <a href="http://www.repeater-builder.com/projects/fob/startech-fob.html">http://www.repeater-builder.com/projects/fob/startech-fob.html</a><br />
<br />
When I opened up the device and compare it with Kevin Custer's photos, the most obvious difference was the missing capacitors.<br />
<br />
Looking at the datasheet, it seems that the two 470 uF DC blocking capacitors was missing!<br />
In fact, the PCB traces directly shorts the two pairs pads together. This explains why it works with speakers with built-in amplifier but not headphones. The audio amplifier circuits in the speakers probably has some built-in DC blocking capacitors at it's input or some audio transformer.<br />
<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiq1Wbgq6I7rcTb-Vq8ns0iDJ0ySdr8ypZo-x3_qKjN6hyYuAkrtXhizhfoiezYtdRV9GdPUs09lmyk4QtCrv7T511iCIiVyISBNBPIBHL6LIM4QOvaFvNR2Imd6LewKSr1MbE-Z_pA8zk/s1600/IMG_20150505_124547.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="286" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiq1Wbgq6I7rcTb-Vq8ns0iDJ0ySdr8ypZo-x3_qKjN6hyYuAkrtXhizhfoiezYtdRV9GdPUs09lmyk4QtCrv7T511iCIiVyISBNBPIBHL6LIM4QOvaFvNR2Imd6LewKSr1MbE-Z_pA8zk/s400/IMG_20150505_124547.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Missing DC blocking capacitors</td></tr>
</tbody></table>
So, I went to the local electronics store and bought some 470 uF capacitors. Unfortunately, they only have caps rated for 35 V and not have any smaller size ones with lower voltage rating.<br />
This means that it will not be possible to fit the caps inside the existing casing. So I had to make 2 holes at the bottom casing to fit the capacitors leads and solder them upside down.<br />
I also had to cut the PCB traces between each pair of pads as mention earlier.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi6GfAu0o_YE2qA2DbZlVnhiZU5GgMW77vR18lkYIOU77_vQlSvwZ4fZx6qG5Rb_4j9M7BMikvPMeVdcoN5WgUXh8ZPumnBGM7dNqgYdLOBkvILaPPNgg4rc_IS7OZiEt5of_mcOTdzJw/s1600/IMG_20150505_130324.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi6GfAu0o_YE2qA2DbZlVnhiZU5GgMW77vR18lkYIOU77_vQlSvwZ4fZx6qG5Rb_4j9M7BMikvPMeVdcoN5WgUXh8ZPumnBGM7dNqgYdLOBkvILaPPNgg4rc_IS7OZiEt5of_mcOTdzJw/s400/IMG_20150505_130324.jpg" width="400" /></a></div>
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In addition, I also had to cut the middle ring terminal for the microphone input because the tip and the ring was connected while my microphone's plug has ring and sleeve.<br />
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<table border="1">
<tbody>
<tr><td></td><td>Tip</td><td>Ring</td><td>Sleeve</td></tr>
<tr><td>Mic input jack</td><td colspan="2">Mic In</td><td>Gnd</td></tr>
<tr><td>Mic plug</td><td>Mic In</td><td colspan="2">Gnd</td></tr>
</tbody></table>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinNjgPom0OMK3FRcXlrLA496npyFR-9-TmZPe6PpRs6HHzZjNo1uAQ63DTSnx6uj5sFtthunbtH_MnKpPaXpXwK8NrliRsl1ySIGF5OBu4cSEQLpovWSIzooI7nOJlrvnbnMkAG-3oAO8/s1600/IMG_20150505_140320.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="297" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinNjgPom0OMK3FRcXlrLA496npyFR-9-TmZPe6PpRs6HHzZjNo1uAQ63DTSnx6uj5sFtthunbtH_MnKpPaXpXwK8NrliRsl1ySIGF5OBu4cSEQLpovWSIzooI7nOJlrvnbnMkAG-3oAO8/s400/IMG_20150505_140320.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cutting the middle terminal connection for the microphone jack</td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: left;">
Finally, everything works properly. The audio input/output quality was ok and comparable to my built-in motherboard audio quality but it costed me extra time and money to fix it.</div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3QIkUEfQSKqtW3DE7XuRwHgau807M7WhcLecxr8plqCeuL82z915pxkFIT_a5xeyw4DpUkWKGUgkrdJpC2LwH_M2gZw84SwrgXbMdNjAcGVPI_Y2eh0wwo5eggE_v2ZAJhlMCqXHlmWg/s1600/IMG_20150505_152451.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3QIkUEfQSKqtW3DE7XuRwHgau807M7WhcLecxr8plqCeuL82z915pxkFIT_a5xeyw4DpUkWKGUgkrdJpC2LwH_M2gZw84SwrgXbMdNjAcGVPI_Y2eh0wwo5eggE_v2ZAJhlMCqXHlmWg/s400/IMG_20150505_152451.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Final reassembled device with the huge capacitors!</td></tr>
</tbody></table>
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YewMinghttp://www.blogger.com/profile/00485107543380065465noreply@blogger.com0tag:blogger.com,1999:blog-825227734527676377.post-30102851100000203692015-04-03T11:09:00.000-07:002015-11-24T07:14:56.208-08:00Missing xterm on Linux Mint when installing Juniper Network Connect<div dir="ltr" style="text-align: left;" trbidi="on">
I was trying to connect to company SSL VPN that uses Juniper Network Connect on Linux Mint 17 64-bit.<br />
<br />
However, the network connect dialog keeps shutting down after launch for a few seconds.<br />
<br />
I've followed their support documentation at <a href="http://kb.juniper.net/InfoCenter/index?page=content&id=KB25230">http://kb.juniper.net/InfoCenter/index?page=content&id=KB25230</a> but it was still not working.<br />
<br />
After a bit digging around, I found the log fail at ~/.juniper_networks/network_connect/installnc.log shows missing xterm.<br />
<br />
After installing xterm with sudo apt-get install xterm, I can finally connect successfully to the VPN.<br />
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YewMinghttp://www.blogger.com/profile/00485107543380065465noreply@blogger.com0tag:blogger.com,1999:blog-825227734527676377.post-54708037267255437242013-06-13T08:43:00.000-07:002013-06-13T08:43:06.901-07:00Changing nice level for transmission-daemon<div dir="ltr" style="text-align: left;" trbidi="on">
Raspberry Pi has rather limited CPU power, so I wanted to reduce the priority of the transmission-daemon.<div>
To do that I found that we can modify /etc/init.d/transmission-daemon script to add the --nicelevel option as below:</div>
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<div>
<div>
<span style="font-family: Courier New, Courier, monospace;">start_daemon () {</span></div>
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<span style="font-family: Courier New, Courier, monospace;"> if [ $ENABLE_DAEMON != 1 ]; then</span></div>
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<span style="font-family: Courier New, Courier, monospace;"> log_progress_msg "(disabled)"</span></div>
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<span style="font-family: Courier New, Courier, monospace;"> log_end_msg 255 || true</span></div>
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<span style="font-family: Courier New, Courier, monospace;"> else </span></div>
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<span style="font-family: Courier New, Courier, monospace;"> start-stop-daemon --start \</span></div>
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<span style="color: red; font-family: Courier New, Courier, monospace;"><b> --nicelevel 5 \</b></span></div>
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<span style="font-family: Courier New, Courier, monospace;"> --chuid $USER \</span></div>
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<span style="font-family: Courier New, Courier, monospace;"> $START_STOP_OPTIONS \</span></div>
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<span style="font-family: Courier New, Courier, monospace;"> --exec $DAEMON -- $OPTIONS || log_end_msg $?</span></div>
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<span style="font-family: Courier New, Courier, monospace;"> log_end_msg 0</span></div>
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<span style="font-family: Courier New, Courier, monospace;"> fi</span></div>
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<span style="font-family: Courier New, Courier, monospace;">}</span></div>
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<span style="font-family: Courier New, Courier, monospace;"><br /></span></div>
<div>
<span style="font-family: Courier New, Courier, monospace;">Reference: </span><a href="http://man.he.net/man8/start-stop-daemon">http://man.he.net/man8/start-stop-daemon</a></div>
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YewMinghttp://www.blogger.com/profile/00485107543380065465noreply@blogger.com0tag:blogger.com,1999:blog-825227734527676377.post-38832905872063730822012-10-01T08:17:00.001-07:002012-10-01T08:17:38.372-07:00Running 2 ethernet connection over single CAT-5e cable<div><p>I already have an existing network cable wired from my router to my unifi iptv set-top box at the TV. Currently, I also have my HTPC connected to TV but it uses wifi for Internet connection. So I wondered if I could share the cable for both iptv set-top box and HTPC since wired connection is always better and more reliable than wireless. Adding a switch/hub at TV side will not work because the set-top box requires a dedicated VLAN port on the router that is different from general internet traffic. Since I know that ethernet up to 100Mbps uses only 4 of the 8 wires in CAT-5e, I wondered if I can use the other 4 wires for a separate network connection. I bought 2 RJ-45 splitter to try but realize they were wired parallelly (basically a Y connection for all 8 wires). Therefore I had to break open the splitter and with a little finger dexterity practice to rewire it as below [sorry for the diagram, drawing on tablet also requires significant finger dexterity :-) ].<br>
After some wire cutting and soldering both splitters, I connected them properly at both ends and it really works! Even with heavy traffic from iptv, no error or dropped packets on PC ethernet connection. </p>
<br/><img src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfCxLKsE9vaFtCo0GnZ4AcC-19nrU83M8NBLCBkXhcd9fLy35w4QdPkjuxF-XlTz__G-nW2aEeJO1tNwkAYEg4m0tGPV-inzhnAt_8GdXiKeqDSrQw9g0h3BrgurasYkE7C-TgZM17RR8/' /><br/><img src='https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY1k4dMLJDbXlIsR_HEhBTY7JuHSNvq398pLxW3Uqdm3L0KogYS17s8ffxIDNyJpZ0tLyWqVW6oqnwKVfj9G8A6nxY4L5yduaqJfG5p-Y2FchUsaZTsl5VaMPT60EtQfP_hEHIqQ2c3zc/' /></div>YewMinghttp://www.blogger.com/profile/00485107543380065465noreply@blogger.com0tag:blogger.com,1999:blog-825227734527676377.post-75413527568039028182010-12-26T20:27:00.000-08:002010-12-26T20:37:08.105-08:00Merging and encrypting PDF with Ghostscript<div><span class="Apple-style-span"><div>Recently I needed to merge several PDF files into a single file and also encrypt it. So after some googling, here my recipe:</div><div><br /></div><div><span class="Apple-style-span" >gs -dBATCH -dNOPAUSE -q -sDEVICE=pdfwrite <span class="Apple-style-span" >-sOwnerPassword=password1 -sUserPassword=password2 -dKeyLength=128 -dEncryptionR=3</span><span class="Apple-style-span" > </span></span><span class="Apple-style-span"><span class="Apple-style-span" >-sOutputFile=output.pdf input1.pdf input2.pdf input3.pdf</span><br /></span></div><div><br /></div><div><br /></div></span></div>YewMinghttp://www.blogger.com/profile/00485107543380065465noreply@blogger.com0tag:blogger.com,1999:blog-825227734527676377.post-48744536411997390682010-12-01T11:10:00.000-08:002010-12-01T11:14:57.250-08:00Other Utility Mill sciptsI have made several utility mill scripts in the past and since I am reminded of it again, I might as well post links to my other utilities. Hopefully, someone will find it useful:<br /><ul><li>Transmission Return Loss calculator - <a href="http://utilitymill.com/utility/ReturnLossCalculator">http://utilitymill.com/utility/ReturnLossCalculator</a></li><li>Number to words converter to convert, eg. '123' to 'one hundred and twenty three' - <a href="http://utilitymill.com/utility/NumToEnglishWords">http://utilitymill.com/utility/NumToEnglishWords</a><br /></li></ul>YewMinghttp://www.blogger.com/profile/00485107543380065465noreply@blogger.com0tag:blogger.com,1999:blog-825227734527676377.post-86624678775216394752010-12-01T09:19:00.001-08:002010-12-01T10:50:01.801-08:00srt_delay: subtitle timing delay adjustmentI suppose SRT file timing offset is a common problem, however I can't seems to find any simple good tool that works on both Linux and Windows. While most media player on PC should be able to adjust the delays, my TV set-top box could open SRT files but could not adjust timing delays in the subtitle which could be annoying.<br /><br />So, I decided to roll up my sleeves and wrote the little utility python script in a few minutes. Besides, how difficult could a simple format like this <a href="http://en.wikipedia.org/wiki/SubRip">http://en.wikipedia.org/wiki/SubRip</a>?<br /><br />You can download the script from pastie.org:<br /><a style="font-weight: bold;" href="http://pastie.org/1339071">http://pastie.org/1339071</a><br />I've released it as<span style="font-weight: bold;"> free and public domain</span>. Anyone can use it to do anything you like.<br /><br />Anyway, for Windows folks, I have also made and online version by porting it to excellent python script hosting called <span style="font-weight: bold;">Utility Mill</span>.<br />Just go to <a style="font-weight: bold;" href="http://utilitymill.com/utility/srt_delay">http://utilitymill.com/utility/srt_delay</a><span style="font-weight: bold;"> </span>and follow the instructions.YewMinghttp://www.blogger.com/profile/00485107543380065465noreply@blogger.com0tag:blogger.com,1999:blog-825227734527676377.post-81978394861552031722010-02-24T14:01:00.000-08:002012-10-01T08:32:58.975-07:00Bilingual VCD to DVD<div>Recently my mum wanted to replace her stack of VCDs to DVD. The VCDs are bilingual which is one language on each of the stereo channel.<div>Since DVD supports VCD's MPEG 1 PAL (352x288) format as described in the <a href="http://www.mplayerhq.hu/DOCS/HTML/en/menc-feat-vcd-dvd.html">mencoder manual </a>, I thought I could just easily copy the video stream and transcode the audio stream to AC3 with the following mencoder recipe:</div><div><br /></div><div><span class="Apple-style-span" style="font-family:'courier new';">mencoder -ovc copy -oac lavc -lavcopts acodec=ac3:abitrate=192 -srate 48000 -af lavcresample=48000 -of mpeg -mpegopts format=dvd:tsaf AVSEQ01.DAT -o AVSEQ01.mpg</span></div><div><br /></div><div>However, after burning the first disc with DVDStyler, I found that my Phillips DVD player does not allow switching between left and right channel for DVDs although language switching works fine with the original VCD. Thus, I have to split the single track stereo channel into two separate mono audio channel. After some experimenting with mencoder's audio filter, here's the recipe:</div><div><br /></div><div><span class="Apple-style-span" style="font-family:'courier new';">mencoder -nosound -ovc copy -of mpeg -mpegopts format=dvd:tsaf AVSEQ01.DAT -o video.mpg</span></div><div><span class="Apple-style-span" style="font-family:'courier new';"><br /></span></div><div><span class="Apple-style-span" style="font-family:'courier new';">mencoder -srate 48000 -af channels=1:1:0:0,lavcresample=48000 -ovc frameno -oac lavc -lavcopts acodec=ac3:abitrate=96 -of rawaudio AVSEQ01.DAT -o audio1.ac3</span></div><br /><div><span class="Apple-style-span" style="font-family:'courier new';">mencoder -srate 48000 -af channels=1:1:1:0,lavcresample=48000 -ovc frameno -oac lavc -lavcopts acodec=ac3:abitrate=96 -of rawaudio AVSEQ01.DAT -o audio2.ac3</span></div><div><br /></div><div>Now, instead of single mpg file, we have 3 separate streams. To make the DVD menus, multiplex the streams and generate the ISO image to burn, I found <a href="http://www.dvdstyler.de/">DVDStyler</a> (also available in ubuntu repo) to be useful because I found that most DVD authoring tools seems to insist on re-encoding the video files to MPEG-2. Although default DVDStyler also tries to re-encode them, it has an option to just copy the stream as shown below in the title properties dialog.</div><br /><div style="text-align: center;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9e0x_ma01sk69mmBpkrWkLgtvyf6vAjidEVGMhjB4YY-21Q0ITw08QRbw2GQ0453gk9aRWZQ7S9q6BQAAdLbjPTdqUSIRBxyTzdIkWBw_wmg0gp8JNUKsoEXUD6VL3jniN5ZH_J8lv-k/s1600-h/dream-fusion.blogspot.com1.gif"><img style="cursor:pointer; cursor:hand;width: 289px; height: 320px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9e0x_ma01sk69mmBpkrWkLgtvyf6vAjidEVGMhjB4YY-21Q0ITw08QRbw2GQ0453gk9aRWZQ7S9q6BQAAdLbjPTdqUSIRBxyTzdIkWBw_wmg0gp8JNUKsoEXUD6VL3jniN5ZH_J8lv-k/s320/dream-fusion.blogspot.com1.gif" border="0" alt="" id="BLOGGER_PHOTO_ID_5441940487807508498" /></a></div><div><br /></div><div>With this method, I could combine 6-9 VCDs into a DVD. Of course, the video quality is just as good as its source which is relatively poor for a DVD. Finally, audio track switching works fine on the standalone DVD player and also on PC.</div></div>YewMinghttp://www.blogger.com/profile/00485107543380065465noreply@blogger.com0tag:blogger.com,1999:blog-825227734527676377.post-28970088798417443152010-01-28T09:48:00.000-08:002010-01-28T09:57:26.186-08:00Transcoding video to H.264 for Nokia 5130My wife is going to take a rather long journey bus this weekend. So, I decided to transcode some videos for her to watch on her phone.<div><br /></div><div>Here's the recipe:</div><div><br /></div><div><span class="Apple-style-span" style="font-family:'courier new';"><b>ffmpeg -y -i inputFile.avi -f mp4 -vcodec libx264 -level 30 -s 240x128 -b 200k -bt 768k -bufsize 10000k -maxrate 10000k -g 300 -coder 0 -threads 4 -acodec libfaac -ac 2 -ab 96k outputFile.mp4</b></span></div><div><br /></div><div>This is mostly based on the instructions from the <a href="http://forum.videohelp.com/threads/283217-Definitive-command-line-for-ffmpeg-conversion-to-ipod-from-tivo?p=1708540&viewfull=1#post1708540">videohelp.com forum</a>.</div><div><br /></div><div>I have tried 320x240 resolutions, but I decided to scale it down a little to save space since it does not look any worse at 240x128.</div>YewMinghttp://www.blogger.com/profile/00485107543380065465noreply@blogger.com0tag:blogger.com,1999:blog-825227734527676377.post-61230853004600008212009-10-16T12:27:00.000-07:002009-10-26T13:43:48.438-07:00Repairing Roomba charging circuitSometime ago, a colleague told me that she bought a Roomba 405 but the battery seems dead, unable to charge. Being the curious me and how I like to fix things, I made a deal that if I could fix it, I can use it to clean my house for 1 month :-)<br />So, this post is a sharing and also a kind of documentation for myself on how I got the Roomba working again.<br /><span style="font-weight: bold;"><br />Initial diagnosis....</span><br />So, the next day she brought the Roomba to me in office and I took it home.<br /><br />First step, I tried to charge it by connecting the AC-DC adapter to the robot. According to the user manual, it seems charging. The amber LED is blinking slowly. A few hours later, I detached the power and try to see if it moves by pressing the "Clean" button. Nope, it is dead as a log. So, next step, I took my multimeter, removed the battery and measured the battery terminal voltage. Huh, it reads approx 0.6V? Now, I gotta monitor the voltages while charging to figure out what's wrong. I attached 2 thin wires to the terminals, replaced the battery into Roomba and attached the charging adapter again. It still reads O.6V! So, then I could say that it is somehow not charging properly.<br /><br />Next, I gotta verify that the battery is still working by manually charging it. The label on the battery shows 14.4V NiCd battery with 1800mAH. A NiCd battery with 14.4V rated voltage means that it is 12 x 1.2V NiCd cells. So, the fully charged voltage should be 12 x 1.45V = 17.4V.<br /><br />Since the Roomba's DC adapter outputs 0.75A at 22V and NiCd batteries are relatively easily to charge, I can just make a very simple charging by directly connecting the adapter's 22V output to the battery via a 5ohm resistor as a current limiting resistor. To be safe, I also will keep an eye on the charging voltage and current to ensure they are within reasonable safety limits. Once I applied power, I can see that the battery voltage steady goes up. This should mean that battery seems to be still chargeable. The charging current is approx. 700 mA; seems the the DC adapter has internal current limiter which is a good news. Since the battery capacity is 1800 mAH, it should take approx 2-3 hours to fully charge it, but I have to be careful not to overcharge and damage the internal chemistry.<br /><br />After about 30 mins and the battery voltage got up to 16V, impatient to wait till fully charged, I poped the battery back into the Roomba and press the "Clean" button. The time the little robot roars to life! It goes around the room while cleaning the floor for about 10 mins before it stops with a blinking red LED and a 4 tone melody that indicates low battery. Alright, now I can confirm that the battery is OK, but Roomba is just not charging it.<br /><br /><span style="font-weight: bold;">Why did it broke?</span><br />To fix it, I had to find out why there is no charging voltage applied to the batteries although the LED indicates it is charging. I did a search on google and eventually I came to this forum: <a href="http://www.robotreviews.com/chat/viewtopic.php?t=3909&highlight=mosfet#p20787">http://www.robotreviews.com/chat/viewtopic.php?t=3909&highlight=mosfet#p20787</a><br />I also found a reverse-engineered schematic at <a href="http://mysite.verizon.net/gsplews/misc-pix/charging_n_control_schema.GIF">http://mysite.verizon.net/gsplews/misc-pix/charging_n_control_schema.GIF</a><br />The problem described seem very similar, so I disassembled the roomba. I probed the MOSFET, U2 and it seems really dead. There are no voltage at the drain although the voltage at source and gate seems normal.<br /><br />To replace the STN3PF06 P-channel power MOSFET, I found that RS-Online sells them for RM2.58 each and minimum order quantity is 10 but I don't need 10. Even if I replace all MOSFETs in the charging circuit, I'll only need 4. Also, it seems to be a fairly common issue that will probably reoccur if the batteries are fully depleted, causing the initial charge current to be too high that it killed the MOSFET.<br /><br /><span style="font-weight: bold;">Solution...</span><br />Alternatively, I dug around my toolbox and found that I still have a few LM317. Then, I got an idea that if I could bypass the original charging circuit to provide constant current to the battery positive terminal, the Roomba will still be able to indicate charging status but the actual charging current is supplied from the LM317-based constant current charger as shown below on my literally back-of-envelop design.<br /><br /><div style="text-align: center;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHo-7o9lkHEzdCuZmGLaYVE9Bk4Tae38-qXr96hn5nIjEKYGDLhbqr9ZIAzsVdgZb_WOkvExuLW3_EanPeyaxpCPr4mExtlMbcQ9hnXO_YgX2gmjxs-d5ciUESJLqc5WXtT88_STtvL3A/s1600-h/schematic.JPG"><img style="cursor: pointer; width: 320px; height: 190px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHo-7o9lkHEzdCuZmGLaYVE9Bk4Tae38-qXr96hn5nIjEKYGDLhbqr9ZIAzsVdgZb_WOkvExuLW3_EanPeyaxpCPr4mExtlMbcQ9hnXO_YgX2gmjxs-d5ciUESJLqc5WXtT88_STtvL3A/s320/schematic.JPG" alt="" id="BLOGGER_PHOTO_ID_5394073676370497074" border="0" /></a><br /></div><br /><span style="font-weight: bold;">Prototyping</span><br />First, I did a prototype on breadboard to the circuit to verify that it works. From the <a href="http://www.national.com/ds/LM/LM117.pdf">LM317 datasheet</a>, the resistor value should be:<br />R = V<sub>ref</sub> / I<sub>out</sub> = 1.25 V / 180 mA = 6.94 ohms.<br /><br />However, I used the two 12ohm resistor parallel was used because those are the resistors in my toolbox that gives the closes value. The output current is still 1.25V / 6 ohms = 208.3 mA which is slightly more than 0.1C charging rate for the 1800 mAH battery. So, I added the additional 1Kohm resistor and LED to the output to siphon off about 15 to 18 mA current depending on the battery's charging voltage. After successfully charging the battery which this constant current regulator (which takes approx. 10 hours), I decided to go ahead and put it in the Roomba.<br /><br /><span style="font-weight: bold;">Building the circuit</span><br />I cut a small piece of stripboard and arranged the components as tightly as possible. Then I took out my old solder gun and solder them together. This is what I got... no too bad considering my soldering skills are long expired since my college days :-p<br /><div style="text-align: center;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1ZaIRQkh2W5i4tgz9QbaNMKIFTQmypYzX0vpmwWykmJDax3hTUryeD3QlTSW2RzSCUdrZznL3uj8znIDY-urRo7Si_IoqQnFGxREJTt1kAc7q0TCTRCq9KJcYdAcYZtR00r2Fs1d2kQM/s1600-h/IMG_1639.JPG"><img style="cursor: pointer; width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1ZaIRQkh2W5i4tgz9QbaNMKIFTQmypYzX0vpmwWykmJDax3hTUryeD3QlTSW2RzSCUdrZznL3uj8znIDY-urRo7Si_IoqQnFGxREJTt1kAc7q0TCTRCq9KJcYdAcYZtR00r2Fs1d2kQM/s320/IMG_1639.JPG" alt="" id="BLOGGER_PHOTO_ID_5396992450044702418" border="0" /></a><br /></div><br /><span style="font-weight: bold;">Robot surgery...</span><br />Below is a few pictures I took as I was disassembling the Roomba.<br /><br /><div style="text-align: center;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxHk-bdSXIq7wV-QTGMx171hruqckXEvBItoJULMhl5hv2Psxs91XJB59-wjFu47k9dEdaD-k5i2bIRxGw3mAN_9OyX5o8Q-sOkvjrV_Tf07VRNmhaWvhauNGaayZKOu1mQbx34VjptVk/s1600-h/IMG_1469.JPG"><img style="cursor: pointer; width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxHk-bdSXIq7wV-QTGMx171hruqckXEvBItoJULMhl5hv2Psxs91XJB59-wjFu47k9dEdaD-k5i2bIRxGw3mAN_9OyX5o8Q-sOkvjrV_Tf07VRNmhaWvhauNGaayZKOu1mQbx34VjptVk/s320/IMG_1469.JPG" alt="" id="BLOGGER_PHOTO_ID_5396992457671136642" border="0" /></a><br />Battery, brushes and dust container removed<br /></div><br /><div style="text-align: center;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtpWF9bhJ4bTXvwflEEWh3MDuJW26x8TBBkYK0iqfpp8Yu7Tx3Xh3YZZ0VH0PRwFjVRSrlbPa7m2bXKTbpBRgsEJkDaylUPPN7ed9VLtY8VfDSBTf3AYKS5YLmPPeQjaYo9O7IJIeEh0U/s1600-h/IMG_1470.JPG"><img style="cursor: pointer; width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtpWF9bhJ4bTXvwflEEWh3MDuJW26x8TBBkYK0iqfpp8Yu7Tx3Xh3YZZ0VH0PRwFjVRSrlbPa7m2bXKTbpBRgsEJkDaylUPPN7ed9VLtY8VfDSBTf3AYKS5YLmPPeQjaYo9O7IJIeEh0U/s320/IMG_1470.JPG" alt="" id="BLOGGER_PHOTO_ID_5396992465836368994" border="0" /></a><br />Top cover removed<br /><br /><div style="text-align: left;">From the picture above, you can see the battery connector is at the top right. However, due to limited space, I decided to place the circuit on the top left side.<br /><br /></div></div>Next, I have to connect the circuit to the original wiring. I had to temporary remove the battery and power connector solder on the wire as shown below.<br /><br /><div style="text-align: center;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7KAde2Fs1o-pBJUQiiAj0upIQVYRPP6Wg5fWlvfzWCOE80VYOSal4GzjebCGkeUqZaJck_1l2DkTr_BQpAAAc-fGiesy0PlgYVsAi8V07cPL1rbCZ5r5VPUgtfMK9vzNIG_KDfn-SF4w/s1600-h/IMG_1641.JPG"><img style="cursor: pointer; width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7KAde2Fs1o-pBJUQiiAj0upIQVYRPP6Wg5fWlvfzWCOE80VYOSal4GzjebCGkeUqZaJck_1l2DkTr_BQpAAAc-fGiesy0PlgYVsAi8V07cPL1rbCZ5r5VPUgtfMK9vzNIG_KDfn-SF4w/s320/IMG_1641.JPG" alt="" id="BLOGGER_PHOTO_ID_5396997798954516626" border="0" /></a><br /><br /><div style="text-align: left;">Yellow is the regulator output, red connects to the positive supply and black connects to ground.<br /></div></div><br /><div style="text-align: center;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2bqV6vsz7qqI4HUzUz13wkrtidujrj6oPt4YlPnFf8-RgS4rjiJBZX_Yu56DXUd94WPy-fE2l0hcy3FWVR5RVGEcOae05sm922H5WtcOOdabP16DapNqR-UxvrsTt2_XIR5AvUdTNCZE/s1600-h/IMG_1645.JPG"><img style="cursor: pointer; width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2bqV6vsz7qqI4HUzUz13wkrtidujrj6oPt4YlPnFf8-RgS4rjiJBZX_Yu56DXUd94WPy-fE2l0hcy3FWVR5RVGEcOae05sm922H5WtcOOdabP16DapNqR-UxvrsTt2_XIR5AvUdTNCZE/s320/IMG_1645.JPG" alt="" id="BLOGGER_PHOTO_ID_5396997804491693122" border="0" /></a><br /><div style="text-align: left;">Next, I fastened the board on the Roomba using the screw hole on the LM317 to a screw hole just beside the battery compartment. The weird silver coloured strip is actually a few pieces of kitchen aluminium foil folded together to be the regulator's heatsink. This is because from earlier experiment and also from the datasheet, the power dissipation has exceed the limit of using it without heatsink. According to the datasheet, the power dissipation when is battery voltage low should be approximately:<br />P<sub>D</sub>= (V<sub>out</sub> - V<sub>in</sub>) I<sub>out</sub> = (22 V- 15 V) 0.208 A = 1.46 W<br /></div></div><br />Maximum allowable temperature rise, T<sub>R(MAX)</sub>:where T<sub>J(MAX)</sub> is max junction temperature from datasheet and T<sub>A(MAX) </sub>max ambient temperature :<br />T<sub>R(MAX)</sub> = T<sub>J(MAX)</sub> - T<sub>A(MAX)</sub> = 125 - 32 = 93°C<br /><br />Thermal Resistance:<br />θ<sub>JA</sub> = (T<sub>R(MAX)</sub> / P<sub>D</sub>) = 93 / 1.46 = 63.6 °C/W<br /><br />For the TO220 package, the junction to ambient thermal resistance without heatsink is 50 °C/W. So, I needed a heatsink to reduce the thermal resistance.<br />Since we have only exceed the thermal resistance not much, a simple heatsink should work.<br /><br />Also from thermometer, without heatsink, the temperature can go dangerously above 80°C. With the heatsink added, temperature stabilizes at around 50 - 60°C throughout the charging.<br /><br />Finally, below is the picture of the repair Roomba before the housing is assembled again.<br /><br /><div style="text-align: center;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnfUdiv5osf4mGwQKldxf2j80_nCrV3wPn2EUpaRgf7-CJZ5xJUrXEmbN_laRQd8-u_ka535-LNhYBfOGZdkULh06fKBB2vdLyZyzUIOs4W3lEftLOuFCLyej0sKaXC09Mz-EDn99HhOI/s1600-h/IMG_1646.JPG"><img style="cursor: pointer; width: 320px; height: 240px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnfUdiv5osf4mGwQKldxf2j80_nCrV3wPn2EUpaRgf7-CJZ5xJUrXEmbN_laRQd8-u_ka535-LNhYBfOGZdkULh06fKBB2vdLyZyzUIOs4W3lEftLOuFCLyej0sKaXC09Mz-EDn99HhOI/s320/IMG_1646.JPG" alt="" id="BLOGGER_PHOTO_ID_5396997807118419058" border="0" /></a><br /></div><br /><br />I have done a few rounds of change and clean cycle. So far, it seems good. It takes approx. 8 - 12 hours to charge until the top LED turns green.<br /><br />I have just return the Roomba to the owner a few days ago and I am starting to miss it because now I have to clean the floors manually again :-(<br /><br />This whole experience made to so tempted to buy a Roomba myself :-DYewMinghttp://www.blogger.com/profile/00485107543380065465noreply@blogger.com7tag:blogger.com,1999:blog-825227734527676377.post-62881595293224664822009-05-30T15:21:00.000-07:002009-05-30T15:34:38.809-07:00Kubuntu Jaunty Jackalope 9.04Just some long over due update....<br /><br />I have upgraded to Kubuntu Jaunty 9.04<br />This time, they have finally got it rt73usb wireless drivers right.<br />I have disabled my own complied driver before upgrade.<br />Now I am using default driver. I have been using it for a few weeks and so far no connection dropping and download speed is good.<br /><br />One little surprise after upgrade was that my display was corrupted when it enters KDM, I can't even go to console mode with Ctrl-Alt-F1. I had to SSH into my machine from another computer and type:<br /><pre>aticonfig --initial</pre><br />This configures a default set of display settings into my xorg.conf.<br />After this, everything is working great.<br />The only slight disappointment is that lm-sensors module for my phenom processor is still not available. I can only monitor using mobo sensors. Perhaps I'll try to compile my own module when I have some time later. Now I am just too busy at work and also all the wedding preparation.. sigh..YewMinghttp://www.blogger.com/profile/00485107543380065465noreply@blogger.com0tag:blogger.com,1999:blog-825227734527676377.post-63142066149961434772009-01-14T05:44:00.000-08:002009-05-30T15:37:15.498-07:00rt73usb problem with Ubuntu IntrepidRecently, my wireless connection seems unreliable. It keeps dropping from time to time unpredictably. I cannot just reconnect it with network-manager. I had to unplug my Linksys WUSB54GC usb stick and plug it again to work.<br />After getting frustrated with this, I finally did a quick google search and found out that this is somewhat a know issue with as describe in <a href="https://bugs.launchpad.net/ubuntu/+bug/283759">https://bugs.launchpad.net/ubuntu/+bug/283759</a><br />The suggested solution is to install linux-backports-modules-generic package.<br />I am trying it out now and I'll update this later if it works out well.<br /><br />UPDATE:<br />Nope, not working for my current intrepid kernel:<br /><pre>$ uname -rv<br />2.6.27-9-generic #1 SMP Thu Nov 20 22:15:32 UTC 2008</pre><br />The kernel module won't even load due to some "unknown symbols" error in the syslog<br /><br />Next, I have also tried compiling the compat-wireless from <a href="http://linuxwireless.org/en/users/Download">http://linuxwireless.org/en/users/Download</a> but also could not work. This time, the kernel modules could load, but could not connect at all due due to time-out errors.<br /><br />Finally and hesitantly, I tried the legacy rt73 serialmonkey drivers. Thanks to the instruction from <a href="http://linuxbidouille.com/2008/10/25/wifi-rt73-rt73usb/">http://linuxbidouille.com/2008/10/25/wifi-rt73-rt73usb/</a> [ it is in french, but the shell commands is a universal language ;-) ], I had to blacklist rt73usb and then compile and install rt73 module with the following steps (slightly different steps, probably due to newer CVS version).<br /><br />First, download the latest legacy rt73 package from <a href="http://rt2x00.serialmonkey.com/wiki/index.php?title=Downloads">http://rt2x00.serialmonkey.com/wiki/index.php?title=Downloads</a><br />Then, decompress and compile it with the following commands:<br /><pre>tar xvf rt73-cvs-daily.tar.gz<br />cd rt73-cvs-*/Module/<br />make -j4 # where 4 is the number of concurrent jobs; I have a quad core Phenom X4.</pre><br />Next, I unloaded the drivers, blacklist the existing drivers by adding two lines to /etc/modprobe.d/blacklist and add the new module to /etc/modules<br /><pre>sudo ifconfig wlan0 down<br />sudo modprobe -r rt73usb<br />sudo modprobe -r rt2500usb<br />echo 'blacklist rt73usb' | sudo tee -a /etc/modprobe.d/blacklist<br />echo 'blacklist rt2500usb' | sudo tee -a /etc/modprobe.d/blacklist<br />echo 'rt73' | sudo tee -a /etc/modules</pre><br />Then, install and reload the modules<br /><pre>sudo make install<br />sudo depmod -ae<br />sudo modprobe rt73</pre><br /><br />Because legacy serialmonkey drivers are not supported by Network Manager, I need to manual configure the wireless network before I could bring up the network interface by adding the following lines to /etc/network/interfaces:<br /><pre>auto wlan0<br />iface wlan0 inet dhcp<br />pre-up iwconfig wlan0 essid "YourWirelessSSID"<br />pre-up iwpriv wlan0 set AuthMode=WPA2PSK # or WPAPSK<br />pre-up iwpriv wlan0 set EncrypType=AES # or TKIP<br />pre-up iwpriv wlan0 set WPAPSK="Your_WPA_Password"</pre><br />If you worry about storing the password as cleartext, it can be encrypted using wpa_passphase command:<br /><pre>$ wpa_passphrase YourWirelessSSID<br /># reading passphrase from stdin<br />Your_WPA_Password<br />network={<br /> ssid="YourWirelessSSID"<br /> #psk="1234password5678"<br /> psk=6d5a47c07977445329d6701c78a26ce1df86263c9779aa83b4e8d125637b9d5b<br />}</pre><br />then copy the long hexadecimal string to /etc/network/interfaces to replace the line<br /><pre>pre-up iwpriv wlan0 set WPAPSK="your WPA password"</pre><br />with<br /><pre>pre-up iwpriv wlan0 set WPAPSK=6d5a47c07977445329d6701c78a26ce1df86263c9779aa83b4e8d125637b9d5b</pre><br /><br />Finally, bring up the network with:<br /><pre>sudo ifconfig wlan0 up</pre><br /><br />Wireless should be working fine now, so far I have been running KTorrent for almost whole day and wireless connection is still working, no connection drop :-)<br /><br />The only disadvantage is if you are using laptop and roam between wireless networks and you have to manually configure the /etc/network/interfaces. I believe wpa_supplicant could be used, but I have not figure out that part yet. Perhaps next time...<br /><br /><br />Update May 2009: I have upgraded to Kubuntu Jaunty, and they have finally got it right. I am using the default drivers and things work out of box, so far it has been reliable, not drop connections and download speed is good. So no need for the above workaround unless you really want to stay with Intrepid.YewMinghttp://www.blogger.com/profile/00485107543380065465noreply@blogger.com0tag:blogger.com,1999:blog-825227734527676377.post-89338935950071894652009-01-01T09:54:00.000-08:002009-01-01T10:35:37.211-08:00Native 64-bit Adobe Flash Player 10 for Linux x86_64Recently I have upgrade my machine to a Phenom 9650 with 4GB RAM. So I decided to use install Kubuntu 64-bit. However, I had to install the 32-bit libraries and nspluginwrapper for Adobe Flash Player to work as it previously only 32-bit binaries was release. Now, Adobe has released an Alpha "refresh" version of native 64-bit Flash Player to enable pure 64-bit web surfing experience!<br />To install, first uninstall currently installed flashplayer with the following commands:<br /><pre>sudo apt-get purge flashplayer-nonfree nswrapperplugin</pre><br />Then download Flash Player 10 for Linux 64-bit from <a href="http://labs.adobe.com/downloads/flashplayer10.html">here</a>.<br />and extract libflashplayer.so to the following directories:<pre><br />~/.mozilla/plugins/<br />/usr/lib/firefox/plugins/<br />/usr/lib/mozilla/plugins/<br /></pre><br />Restart firefox and go to your favourite flash site.<br />For me, youtube.com and various flash site works well!<br />The only problem is that konqueror doesn't seems to like it and does not display properly and it has been reported as bug <a href="http://bugs.kde.org/show_bug.cgi?id=169626">169626</a>.YewMinghttp://www.blogger.com/profile/00485107543380065465noreply@blogger.com0tag:blogger.com,1999:blog-825227734527676377.post-61975573655149088742009-01-01T09:40:00.000-08:002009-01-01T10:35:57.370-08:00VirtualBox Hardware Virtualization and Nested PagingRecently discovered that I could enable nested paging for Virtualbox 2.1.<br />Nested paging is a new hardware virtualization extension on AMD K10 Barcelona/Phenom and Intel Core i7 Nehalem processors that allows processor to offload memory paging required by the guest OS that is traditionally done by the VM with shadow paging.<br />Since it is a new feature, it is not available in the configuration UI yet.<br />First, you will have to enable hardware virtualization (VT-x/AMD-V) in Settings -> Advanced. Then, nested paging can be enabled as described in the VirtualBox User Manual with the following command:<br /><pre>VBoxManage modifyvm <vmname> <vmname> -nestedpaging on</pre><br />The performance boost is quite noticeable.<br />The boot up time for my virtual Windows XP has drop from about 25 seconds to 18 seconds.<br />Super PI Mod has dropped from 39.159s to 36.016s<br />Various benchmarks on the net show performance boost up to 30%.<br />I'll run more benchmarks next time.YewMinghttp://www.blogger.com/profile/00485107543380065465noreply@blogger.com0tag:blogger.com,1999:blog-825227734527676377.post-25536171567858101632008-10-26T15:07:00.000-07:002008-10-26T15:35:32.726-07:00What's my carbon footprint for a 500km drive from Malacca to Penang?I was curious to figure out what is the carbon footprint of my car and a 500km journey.<br />A bit of googling, I figure out from <a href="http://epa.gov/orcdizux/climate/420f05001.htm">US EPA</a> that 1 US gallon of gasoline produces about 8.788 kg of CO<sub>2</sub> or <a href="http://www.google.com.my/search?hl=en&q=8.788+kg%2Fgallon+in+kg%2Flitre&meta=">2.321544 kg of CO<sub>2</sub> per litre</a>.<br />My car's mileage is about 0.065 litres/km or 15.4 km/litre.<br />So, for a 500km journey from <a href="http://www.malaysiasite.nl/distance.htm">Melaka to Penang</a> should consume about:<br />500 km x 0.065 l/km = 32.5 litres of petrol.<br /><br />So, the CO<sub>2</sub> released for burning 32.5 litres of petrol:<br />32.5 litres x 2.3215 kg/l = 75.45 kg of CO<sub>2</sub><br /><br />Finally for my journey from Penang - Malacca - Penang: 2 x 75.45 = 150.90 kg of CO<sub>2</sub> for this weekend holiday trip.<br />Bad bad boy...<br />Anyway, Happy Diwali to my Indian... :-)YewMinghttp://www.blogger.com/profile/00485107543380065465noreply@blogger.com0tag:blogger.com,1999:blog-825227734527676377.post-84919763687964277842008-09-18T07:20:00.001-07:002009-01-01T10:45:40.167-08:00Counterfeit Corsair High Performance XMS RAMOk, make a guess. Which of the two following DIMMs are fake.<br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6ZS103fYJDcB-O4F04VmWtTcTygGZXZgLVP6PNIF0fr-8enil56aAmN4WFRTlEr8W-SRSMBH2N2eLil5Yr18vFn2fG3oA8PkkuRJ7GEAMT_yhIcQ-YM0d8JsJ78-ITxpfalVPBo_RnRo/s1600-h/corsairBlack2.jpg"><img style="cursor:pointer; cursor:hand;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6ZS103fYJDcB-O4F04VmWtTcTygGZXZgLVP6PNIF0fr-8enil56aAmN4WFRTlEr8W-SRSMBH2N2eLil5Yr18vFn2fG3oA8PkkuRJ7GEAMT_yhIcQ-YM0d8JsJ78-ITxpfalVPBo_RnRo/s320/corsairBlack2.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5247366800010869330" /></a><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqsbm6_SoFqEdO7X8DK4GpVw0xAj_7x3kXGuCfcHojRfje2yg90ajEj8UXFxtU9ShmkWSK5OEq2vgQullY8IijNXh5FixV9SSd1U_qu409LU8RX_LfXZAfD4UgL4znF3qiL1KyPgbRfDI/s1600-h/corsairPlatinum2.jpg"><img style="cursor:pointer; cursor:hand;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqsbm6_SoFqEdO7X8DK4GpVw0xAj_7x3kXGuCfcHojRfje2yg90ajEj8UXFxtU9ShmkWSK5OEq2vgQullY8IijNXh5FixV9SSd1U_qu409LU8RX_LfXZAfD4UgL4znF3qiL1KyPgbRfDI/s320/corsairPlatinum2.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5247366806227579794" /></a><br /><br />Now, recently, I bought a Corsair Ultra Performance XMS 512MB DDR400 RAM from <a href="http://www.lelong.com.my/">lelong.com.my</a> (a local ebay clone) because I already have an existing Corsair RAM and getting another one should give my aging machine a performance boost with more memory and faster dual channel memory bandwidth.<br /><br />I was pretty excited when I receive the parcel a few days ago. I plugged it into the mainboard and it seems to work. It passes the memtest86+. However, I notice something fishy when the memory speed shows 333MHz when it should be 400MHz.<br /><br />I booted into the old rusty WinXP (linux lshw does seems to show much useful info), and I ran <a href="http://www.cpuid.com/pcwizard.php">PC Wizard</a>. The following is part of the report from PC Wizard.<br /><br /><pre><br />>> Information EEPROM (DIMM1)<br /> Manufacturer : Unspecified<br /> Part Number : CMX512-3200C2<br />>> Serial Number<br /> Type : DDR-SDRAM PC3200 (200 MHz)<br /> Size : 512 Mb (2 rows, 4 banks)<br /> Module Buffered : No<br /> Module Registered : No<br /> Width : 64 bits<br /> Error Correction Capability : No<br /> Max. Burst Length : 8<br /> Refresh : Reduced (.5x)7.8 µs, Self Refresh<br /> Voltage : SSTL 2.5v<br /> Supported Frequencies : 166 MHz, 200 MHz<br /> CAS Latency (tCL) : 2 clocks @166 MHz, 2.5 clocks @200 MHz<br /> RAS to CAS (tRCD) : 3 clocks @166 MHz, 3 clocks @200 MHz<br /> RAS Precharge (tRP) : 3 clocks @166 MHz, 3 clocks @200 MHz<br /> Cycle Time (tRAS) : 7 clocks @166 MHz, 8 clocks @200 MHz<br />>> Information EEPROM (DIMM3)<br /> Manufacturer : Kingston<br /> Part Number : K<br /> Serial Number : 8908BA99<br /> Type : DDR-SDRAM PC2700 (166 MHz)<br /> Size : 512 Mb (2 rows, 4 banks)<br /> Module Buffered : No<br /> Module Registered : No<br /> Width : 64 bits<br />Error Correction Capability : No<br />Max. Burst Length : 8<br />Refresh : Reduced (.5x)7.8 µs, Self Refresh<br />Voltage : SSTL 2.5v<br />Supported Frequencies : 133 MHz, 166 MHz<br />CAS Latency (tCL) : 2 clocks @133 MHz, 2.5 clocks @166 MHz<br />RAS to CAS (tRCD) : 3 clocks @133 MHz, 3 clocks @166 MHz<br />RAS Precharge (tRP) : 3 clocks @133 MHz, 3 clocks @166 MHz<br />Cycle Time (tRAS) : 6 clocks @133 MHz, 7 clocks @166 MHz<br /></pre><br /><br />As you can see at DIMM 1, the CMX512-3200C2 is my existing black Corsair DIMM and the other at DIMM 3 is a Kingston DDR PC2700!! I was like WTF!!? I don't mean Kingston is bad (I never had problems with my mum's machine), but I was expecting a high performance type and what I got was a standard Kingston value type.<br /><br />So with a little searching on the web, I found out that all Corsair memory modules should have a holographic sticker with its model number, speed and other details as shown below for my original 512MB stick.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiILNz22XbxISAfljJnnK9QE6A_Hj5Q9levPMVHDDHylbLXEBTiL9vtsnqhnXZYNpF4PwE-1IrsQMsPKjSvZO3bbAqBHo6uHlxZVJEkGNqiclMc17UBQPrSyenCcSGFA6mh-eBpZAWYPis/s1600-h/corsairBlack1.jpg"><img style="cursor:pointer; cursor:hand;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiILNz22XbxISAfljJnnK9QE6A_Hj5Q9levPMVHDDHylbLXEBTiL9vtsnqhnXZYNpF4PwE-1IrsQMsPKjSvZO3bbAqBHo6uHlxZVJEkGNqiclMc17UBQPrSyenCcSGFA6mh-eBpZAWYPis/s320/corsairBlack1.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5247366808206171282" /></a><br /><br />The Kingston RAM with a Corsair heatspreader is as below.<br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfShcNHNhuT4PpoC_ZkwvCi_WZJRqdQsMPEfdr6JHpvbruDU3oZgvNDWGhfCF9ZkqiCVx9rLtcBsvpBMbWfQtbWgvVupBw726k9tXhEbFGAUtrdkFzw_xBeXymnDtlnav77pLAnFjKa58/s1600-h/corsairPlatinum1.jpg"><img style="cursor:pointer; cursor:hand;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfShcNHNhuT4PpoC_ZkwvCi_WZJRqdQsMPEfdr6JHpvbruDU3oZgvNDWGhfCF9ZkqiCVx9rLtcBsvpBMbWfQtbWgvVupBw726k9tXhEbFGAUtrdkFzw_xBeXymnDtlnav77pLAnFjKa58/s320/corsairPlatinum1.jpg" border="0" alt=""id="BLOGGER_PHOTO_ID_5247366813129376146" /></a><br /><br />I am still in the process of negotiation with the seller for a refund or exchange. It seems that he also does not realize that, I would be nice to believe that it is an honest mistake as he is still willing to negotiate.<br /><br />The black Corsair module has been giving me solid performance and stability for the last 5 years. So next time, I'll be smarter to make sure to check for the holograhic sticker when you purchase Corsair DIMMs.<br /><br />BTW, I also found a pretty good "webinar" on memory basics by Corsair. Even for people familiar with computer hardware, this should be a pretty good refresher. <a href="http://www.corsairmemory.com/memory_basics/index.html">http://www.corsairmemory.com/memory_basics/index.html</a><br /><br /><br />UPDATE: The seller agreed to exchange for a pair of Kingston 2 x 512MB Hyper-X memory for a little extra money. I got the item and this time they are real.YewMinghttp://www.blogger.com/profile/00485107543380065465noreply@blogger.com0tag:blogger.com,1999:blog-825227734527676377.post-8745877264921732092008-09-11T09:03:00.000-07:002008-09-11T09:13:10.078-07:00KDE 4.1.1Just installed updated to KDE 4.1.1 from Kubuntu Member's KDE4 PPA.<br />The server seems rather slow. It took me quite a few nights to download all the over 70 packages. I wonder if there are any Asian mirrors for the Launchpad PPA.<br />Anyway, here's my desktop screen capture.<br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7o9YwygjWCTXnd0RL-PXF5FJtnDPWAhCUvfGoBsgPWZljhMpYWkl01YJU8LYQcOp0DgJY-SY_iZop87bBOXznTv9Ae6gKfxnMpS3jBljkCiDBaJ43gbumj-ZX3OQL6mm_VfiqaQCCxz8/s1600-h/kde411.jpg"><img style="cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7o9YwygjWCTXnd0RL-PXF5FJtnDPWAhCUvfGoBsgPWZljhMpYWkl01YJU8LYQcOp0DgJY-SY_iZop87bBOXznTv9Ae6gKfxnMpS3jBljkCiDBaJ43gbumj-ZX3OQL6mm_VfiqaQCCxz8/s320/kde411.jpg" alt="" id="BLOGGER_PHOTO_ID_5244796547029449634" border="0" /></a>YewMinghttp://www.blogger.com/profile/00485107543380065465noreply@blogger.com0tag:blogger.com,1999:blog-825227734527676377.post-88178474128911970292008-09-06T09:38:00.000-07:002008-09-11T09:16:13.633-07:00Malaysian mirrors for Ubuntu<span style="font-family:verdana;">Just found out that Multimedia University (MMU) has a mirror of the Ubuntu repository and it has a 100Mbps connection and it seems pretty up-to-date.</span><br /><span style="font-family:verdana;">So for Malaysian Ubuntu users, set your /etc/apt/source.list to</span><br /><span style="font-family:verdana;">http://ubuntu.mmu.edu.my/ubuntu</span><br /><br /><span style="font-family:verdana;">for example, for hardy</span><br /><pre><br />deb http://ubuntu.mmu.edu.my/ubuntu/ hardy-updates universe main multiverse restricted<br />deb http://ubuntu.mmu.edu.my/ubuntu/ hardy main universe restricted multiverse<br /></pre><br /><br /><span style="font-family:verdana;">Even with my 384Kbps Streamyx line, I get pretty good 40KBps downloads. It would be interesting to see what is the speed for the next major update.</span>YewMinghttp://www.blogger.com/profile/00485107543380065465noreply@blogger.com0tag:blogger.com,1999:blog-825227734527676377.post-11667184502713500062008-08-25T18:55:00.000-07:002008-08-25T20:21:28.977-07:00Wireless Laser Mouse<div style="text-align: center;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0jmaLreOSAx17j-vy_Ik5C_rE0idzvEcwVeEMgtbLJ6rgf1y9hdNUaqsOw5v8U8F0cURvajRMcSTJ1StbtebZOTb0UCr-68k5tS9Wc1ju8Wecc13o1zRaf47Y5oBb5Jzlne9tbOikTT0/s1600-h/p8260025.jpg"><img style="cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0jmaLreOSAx17j-vy_Ik5C_rE0idzvEcwVeEMgtbLJ6rgf1y9hdNUaqsOw5v8U8F0cURvajRMcSTJ1StbtebZOTb0UCr-68k5tS9Wc1ju8Wecc13o1zRaf47Y5oBb5Jzlne9tbOikTT0/s320/p8260025.jpg" alt="" id="BLOGGER_PHOTO_ID_5238661219523967026" border="0" /></a><br /></div><br />Just bought a <a href="http://www.lexma-usa.com/products/ProductDetail.asp?SwitchFunctionID=%7B48EEF942-BDE6-4F5F-97BF-C918649243BF%7D&id=%7BD6E28A4C-F62B-4AAC-BE27-828E27FE3A70%7D">Lexma wireless laser mouse</a> for RM70 at the last PC Fair.<br />I was kinda pleasantly surprised by its precision and sensitivity. If you still remember the jump in precision and sensitivity between older roller ball mouse and current LED based optical mouse, there is also a similar jumps in precision and accuracy when switching to laser mouse.<br />It works on almost any surface, much better than standard optical mouse.<br />Well, it was mainly for my mum, she was complaining of shoulder pain because of playing too much casual games and the computer desk isn't exactly ergonomic.<br />So I thought that getting a wireless laser mouse would enable her to use the mouse in a more natural comfortable position like using the mouse on a pillow on the lap instead of stretching her hand to a less comfortable position on the desk.<br />Another interesting thing about laser mouse is that it seems to use infrared laser, so it is not visible unlike red LED optical sensors used in the common optical mouse.<br />Lastly, it works out-of-box with Kubuntu/Linux!YewMinghttp://www.blogger.com/profile/00485107543380065465noreply@blogger.com0