Presentation 2008-10-22
A synthesize method of continuous-time delta-sigma modulator using new high-order integrators
Shiro Dosho, Kazuo Matsukawa, Yousuke Mitani, Masao Takayama, Kouji Obata,
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Abstract(in English) Recently, continuous time delta-sigma modulators are widely studied, because its switch-less architecture enables wide band operation even if a power supply voltage is low. In this paper, high-order integrators are newly developed in order to reduce the number of operational amplifiers used in the integrator path of the delta-sigma modulators. The high order modulator is applicable for both multiple feedback and feed forward compensation architectures. The design example of 5^ order delta sigma modulator composed of 2^ order integrators is detailed.
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Keyword(in English) Continuous time / Over sampling delta-sigma modulator / High-order integrator / Low power / Low voltage operation
Paper # ICD2008-61
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Conference Date 2008/10/15(1days)
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Registration To Integrated Circuits and Devices (ICD)
Language JPN
Title (in Japanese) (See Japanese page)
Sub Title (in Japanese) (See Japanese page)
Title (in English) A synthesize method of continuous-time delta-sigma modulator using new high-order integrators
Sub Title (in English)
Keyword(1) Continuous time
Keyword(2) Over sampling delta-sigma modulator
Keyword(3) High-order integrator
Keyword(4) Low power
Keyword(5) Low voltage operation
1st Author's Name Shiro Dosho
1st Author's Affiliation Panasonic Corporation System LSI Technology Development Center()
2nd Author's Name Kazuo Matsukawa
2nd Author's Affiliation Panasonic Corporation System LSI Technology Development Center
3rd Author's Name Yousuke Mitani
3rd Author's Affiliation Panasonic Corporation System LSI Technology Development Center
4th Author's Name Masao Takayama
4th Author's Affiliation Panasonic Corporation System LSI Technology Development Center
5th Author's Name Kouji Obata
5th Author's Affiliation Panasonic Corporation System LSI Technology Development Center
Date 2008-10-22
Paper # ICD2008-61
Volume (vol) vol.108
Number (no) 253
Page pp.pp.-
#Pages 6
Date of Issue