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Message started by qiushidaren on Dec 24th, 2006, 10:42pm

Title: Regarding the Calculation of Adm
Post by qiushidaren on Dec 24th, 2006, 10:42pm

Hi dear all,

I am reading the book <<Design of Analog CMOS Integrated Circuits>> by Prof. Razavi, but I have got a question right now. In page 124, there is a formula for Adm, but when I calculated it by myself I got a different result, which is (Rd/2)[2gm1+2gm2+4gm1gm2Rss/1+(gm1+gm2)Rss]. I don’t know what is going on here. Can someone help me?   :'(

Regards,
Terry

Title: Re: Regarding the Calculation of Adm
Post by topquark on Dec 28th, 2006, 2:41am

hey terry

Even I ended up with the same result as you  :P
Guess, a typo in the book!

Anyway, I'd suggest all of us students can post our book-related questions in a separate topic
so that it doesn't get buried under other those real-world design issues which is the primary reason why the forum stands for!

So, terry..take the initiative  8-)

Cheerz
Gau

Title: Re: Regarding the Calculation of Adm
Post by qiushidaren on Jan 9th, 2007, 6:05pm


topquark wrote on Dec 28th, 2006, 2:41am:
hey terry

Even I ended up with the same result as you  :P
Guess, a typo in the book!

Anyway, I'd suggest all of us students can post our book-related questions in a separate topic
so that it doesn't get buried under other those real-world design issues which is the primary reason why the forum stands for!

So, terry..take the initiative  8-)

Cheerz
Gau

Hi Gau,

Yeah, maybe it’s a typo, or maybe not, who knows. Maybe we should directly send an e-mail to Prof. Razavi to ask him about this issue. 8-)Here is his e-mail address: razavi@ee.ucla.edu.

Actually I have not been a student now, I’m a 100% analog IC design engineer working for an IC design house at Shenzhen, but I like studying and reading classic IC books after work, which include Razavi, Gray & Meyer, Allen, and Tsividis, and I also like communicating with all of you here about analog IC design issues.  ;)

Your suggestion is really a good idea, so if I have something regarding these books, I will post them in a separate topic. :)

Regards,
Terry

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