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| DC 欄位 | 值 | 語言 |
|---|---|---|
| dc.contributor.advisor | 瞿大雄(Tah-Hsiung Chu) | |
| dc.contributor.author | Sheng-Jiun Peng | en |
| dc.contributor.author | 彭勝君 | zh_TW |
| dc.date.accessioned | 2021-06-13T05:45:53Z | - |
| dc.date.available | 2007-07-14 | |
| dc.date.copyright | 2006-07-14 | |
| dc.date.issued | 2006 | |
| dc.date.submitted | 2006-07-12 | |
| dc.identifier.citation | [1] D. Woods, “Reappraisal of the unconditional stability criteria for active 2-Port networks’ in terms of S-parameters,” IEEE Trans. Circuits Syst., vol. CAS-23, pp. 73-81, Feb. 1976.
[2] A. P. S. Khanna, “Parallel feedback fetdro design using three-port S-parameters,” in Proc. IEEE MTT-S, pp.181-183,1984. [3] A. P. S. Khanna, “Efficient low noise three-port X-band FET oscillator using two dielectric resonatrs,” in Proc. IEEE MTT-S, pp. 277-279, 1982. [4] D. Woods, “Review of methods for the characterization of active devices in terms of two-port and three-port pqameters,” in IEE Colloquim Dig., vol. 13, RF Measurements on Solid State Devices, pp. 1-8, 1971. [5] S. Tanaka, N. Shumonura, and K. Ohtake, “Active circulators—the realization of circulators using transistors,” Proc. IEEE, vol. 53, pp. 260–267, Mar. 1965. [6] D. M. Pozar, Microwave Engineering,New York : Wiley, 2005. [7] E. L. Tan,“A Quasi-Invariant Single-Parameter Criterion for Linear Two-Port Unconditional Stability”IEEE Trans. and Wireless Components Letters, vol. 14, pp. 487-489, Oct. 2004. [8] J. Boehm, and F. W.G., Albright, “Unconditional stability of a three-port network characterized with S-parameters,”IEEE Microwave Theory and Tech, vol. 35, pp.582 - 586, Jun. 1987. [9] W. H. Ku, “Stabifity of linear active nonreciporical N-ports”; J. Franklin Inst., vol. 276, pp. 207-224, Sept. 1963. [10] M. F. Abulela, “Studies of some aspects of linear amplifier design in terms of measurable two-port and three-port scattering parameters,”:Ph.D. dissertation, Manchester Univ Manchester, England,1972. [11] H. Kleinwatcher, “Zur Widerstandstransformation Linear 2N–Pole,”.Arch. Elek. Ubertragrorg, vol. 10, pp. 26-28, Jan. 1956. [12] G. Gonzalez, Microwave Transistor Amplifiers : analysis and design,Prentice Hall,New Jersey,1984. [13] J. F. Boehm, “Microwave oscillator design using two-port and three-port scattering parameters,” Master’s thesis, Univ. Illinois, Urbana, Oct. 1985. [14] D. Misra, Radio-frequency and microwave communication circuits: analysis and design,New York : Wiley, 2001. [15] 陳彥宏,“Active Phase Array Using Injection–Locked Oscillators,”碩士論文,國立台灣大學電信工程學研究所, 2001. [16] 黃志偉,“Development of 36GHz Local Oscillator,”碩士論文, 國立台灣大學電信工程學研究所, 2003. | |
| dc.identifier.uri | http://tdr.lib.ntu.edu.tw/jspui/handle/123456789/33772 | - |
| dc.description.abstract | 本論文主要探討四埠網路之穩定度分析，並分別敘述二埠及三埠網路之穩定度分析。在二埠網路中，係以電晶體主動元件之二埠 S–參數，描述一個二埠網路無條件穩定之二個條件式，此條件式係分析二埠放大器或振盪器穩定性的基礎，論文並以一FET在10GHz的二埠S–參數分析二埠網路之穩定性。
對三埠網路之穩定度，則建立以電晶體三埠S–參數，描述一三埠網路的無條件穩定之九個條件式。對應二埠網路的無條件穩定條件，一個三埠網路無條件穩定條件，與電晶體三埠S–參數和各埠所接負載有關。這些條件式形成設計放大器或振盪器穩定性分析的基礎，論文並以一BJT在2.4GHz的三埠S–參數進行分析其三埠網路之穩定性。 對四埠網路而言，本論文進而以四埠主動元件S–參數，推導一四埠網路無條件穩定之十八個條件式，同樣對一個四埠網路來說，其無條件穩定的條件，依賴四埠主動元件的S–參數和各埠所接負載。這些條件式形成適合四埠主動電路穩定性分析的基礎，本論文並以兩個FET串疊﹙cascode﹚在9GHz的四埠S–參數，進行四埠網路之穩定度分析模擬。 | zh_TW |
| dc.description.provenance | Made available in DSpace on 2021-06-13T05:45:53Z (GMT). No. of bitstreams: 1 ntu-95-R93942076-1.pdf: 1611564 bytes, checksum: 4892df924e00b7c941a42aba85c8aa56 (MD5) Previous issue date: 2006 | en |
| dc.description.tableofcontents | 誌謝﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒I
摘要﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒II 第一章 導論﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒1 1.1 簡介﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒1 1.2 章節介紹﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒4 第二章 二埠網路穩定度﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒5 2.1 二埠網路﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒5 2.2 二埠網路穩定度﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒5 2.2.1 穩定度條件﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒17 2.2.2 穩定度表示式﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒17 2.3 模擬﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒18 第三章 三埠網路穩定度﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒21 3.1 三埠網路﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒21 3.2 三埠網路穩定度﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒22 3.2.1 穩定度條件﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒29 3.2.2 穩定度表示式﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒30 3.3 模擬﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒32 第四章 四埠網路穩定度﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒35 4.1 四埠網路﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒35 4.2 四埠網路穩定度﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒35 4.2.1 穩定度條件﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒49 4.2.2 穩定度表示式﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒50 4.3 模擬﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒52 4.3.1 電晶體串疊組態﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒53 4.3.2 振盪器設計及穩定度﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒53 第五章 結論﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒57 參考文獻﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒58 附錄A﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒60 附錄B﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒﹒66 | |
| dc.language.iso | zh-TW | |
| dc.subject | S-參數 | zh_TW |
| dc.subject | 串疊組態 | zh_TW |
| dc.subject | 穩定度 | zh_TW |
| dc.subject | stability | en |
| dc.subject | cascode | en |
| dc.subject | s-parameters | en |
| dc.title | 四埠網路穩定度之S-參數表示式研究 | zh_TW |
| dc.title | Stability Analysis of a Four-Port Network Using S-parameter Representation | en |
| dc.type | Thesis | |
| dc.date.schoolyear | 94-2 | |
| dc.description.degree | 碩士 | |
| dc.contributor.oralexamcommittee | 王臺模,鄧維康,陳宗志,黃建彰 | |
| dc.subject.keyword | S-參數,串疊組態,穩定度, | zh_TW |
| dc.subject.keyword | cascode,s-parameters,stability, | en |
| dc.relation.page | 75 | |
| dc.rights.note | 有償授權 | |
| dc.date.accepted | 2006-07-14 | |
| dc.contributor.author-college | 電機資訊學院 | zh_TW |
| dc.contributor.author-dept | 電信工程學研究所 | zh_TW |
| 顯示於系所單位： | 電信工程學研究所 | |
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