<?xml version="1.0" encoding="utf-8"?>
<journal>
<title>Journal of Iranian Association of Electrical and Electronics Engineers</title>
<title_fa>نشریه مهندسی برق و الکترونیک ایران</title_fa>
<short_title>Journal of Iranian Association of Electrical and Electronics Engineers</short_title>
<subject>Engineering &amp; Technology</subject>
<web_url>http://jiaeee.com</web_url>
<journal_hbi_system_id>1</journal_hbi_system_id>
<journal_hbi_system_user>admin</journal_hbi_system_user>
<journal_id_issn>2676-5810</journal_id_issn>
<journal_id_issn_online>2676-6086</journal_id_issn_online>
<journal_id_pii>8</journal_id_pii>
<journal_id_doi>10.61882/jiaeee</journal_id_doi>
<journal_id_iranmedex></journal_id_iranmedex>
<journal_id_magiran></journal_id_magiran>
<journal_id_sid>14</journal_id_sid>
<journal_id_nlai>8888</journal_id_nlai>
<journal_id_science>13</journal_id_science>
<language>fa</language>
<pubdate>
	<type>jalali</type>
	<year>1404</year>
	<month>1</month>
	<day>1</day>
</pubdate>
<pubdate>
	<type>gregorian</type>
	<year>2025</year>
	<month>4</month>
	<day>1</day>
</pubdate>
<volume>22</volume>
<number>1</number>
<publish_type>online</publish_type>
<publish_edition>1</publish_edition>
<article_type>fulltext</article_type>
<articleset>
	<article>


	<language>fa</language>
	<article_id_doi></article_id_doi>
	<title_fa>ارائه یک روش جبرانسازی بهینه در تقویت کننده سه طبقه CMOS OTA ، قابل استفاده در اندازه گیری دما توسط RTD</title_fa>
	<title>Frequency compensation design of three-stage CMOS OTA amplifier, applicable to temperature measurement by RTD</title>
	<subject_fa>الکترونیک</subject_fa>
	<subject>Electronic</subject>
	<content_type_fa>پژوهشي</content_type_fa>
	<content_type>Research</content_type>
	<abstract_fa>&lt;img alt=&quot;&quot; height=&quot;317&quot; 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&quot; width=&quot;826&quot; &gt;</abstract_fa>
	<abstract>&lt;b&gt;&lt;span style=&quot;font-size:12.0pt&quot;&gt;&lt;span new=&quot;&quot; roman=&quot;&quot; style=&quot;font-family:&quot; times=&quot;&quot;&gt;Abstract:&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size:12.0pt&quot;&gt;&lt;span new=&quot;&quot; roman=&quot;&quot; style=&quot;font-family:&quot; times=&quot;&quot;&gt; Process parameters in industry or power plant must be continuously monitored and controlled. Temperature is one of the most important parameters that must be controlled by the RTD, which is used to adjust the signal amplitude from the amplifier at the output of the Wheatstone bridge. In this paper, a new design for three-stage CMOS operational transconductance amplifier is proposed. The proposed structure eliminates the forward path and strengthens the feedback path in the compensation network at the same time. Also, the presented circuit uses only a small compensation capacitor. The simulation of the proposed circuit has been done using 0.18 &amp;mu;m CMOS technology in the HSPICE simulator and it has been validated by theoretical analysis, and the simulation results confirm the correctness of the theoretical analysis. The frequency response of the proposed amplifier shows that the DC gain of the circuit is on the order of 120 dB and the bandwidth of the circuit is 18.8 MHz with a phase margin of 88&amp;deg;. The power dissipation of the proposed circuit is fairly very small and is about 544 &amp;mu;W in 1.8 V power supply, which shows that the proposed circuit has high efficiency and efficiency coefficients.&lt;/span&gt;&lt;/span&gt;</abstract>
	<keyword_fa>ضرایب کارایی؛ جبران ساز فرکانسی بلوک تفاضلی؛ تقویت کننده؛ RTD ؛ توان مصرفی پایین</keyword_fa>
	<keyword>Keywords: Efficiency coefficient, differential block frequency compensator, RTD, amplifier, Low power consumption.</keyword>
	<start_page>11</start_page>
	<end_page>17</end_page>
	<web_url>http://jiaeee.com/browse.php?a_code=A-10-1297-2&amp;slc_lang=fa&amp;sid=1</web_url>


<author_list>
	<author>
	<first_name>tayebeh</first_name>
	<middle_name></middle_name>
	<last_name>asiyabi</last_name>
	<suffix></suffix>
	<first_name_fa>طیبه</first_name_fa>
	<middle_name_fa></middle_name_fa>
	<last_name_fa>آسیابی</last_name_fa>
	<suffix_fa></suffix_fa>
	<email>tasiyabi@gmail.com</email>
	<code>100319475328460012994</code>
	<orcid>100319475328460012994</orcid>
	<coreauthor>No</coreauthor>
	<affiliation>Dez Dam &amp; Power Plant Operation &amp; Generation CO</affiliation>
	<affiliation_fa>شرکت تولید و بهره برداری سد و نیروگاه دز</affiliation_fa>
	 </author>


	<author>
	<first_name>jafar</first_name>
	<middle_name></middle_name>
	<last_name>Hosseinipouya</last_name>
	<suffix></suffix>
	<first_name_fa>سید جعفر</first_name_fa>
	<middle_name_fa></middle_name_fa>
	<last_name_fa>حسینی پویا</last_name_fa>
	<suffix_fa></suffix_fa>
	<email>j173555@gmail.com</email>
	<code>100319475328460012995</code>
	<orcid>100319475328460012995</orcid>
	<coreauthor>Yes
</coreauthor>
	<affiliation>Islamic Azad University, Izeh, Iran</affiliation>
	<affiliation_fa>دانشگاه آزاد اسلامی، واحد ایذه، گروه مهندسی برق</affiliation_fa>
	 </author>


</author_list>


	</article>
</articleset>
</journal>
