上昇時間 (Chinese Wikipedia)

Analysis of information sources in references of the Wikipedia article "上昇時間" in Chinese language version.

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scitation.aip.org

可參考 (Valley & Wallman 1948，p. 72, footnote 1)及(Elmore 1948，第56頁)。 Valley, George E., Jr.; Wallman, Henry, §2 of chapter 2 and §1–7 of chapter 7, Vacuum Tube Amplifiers, MIT Radiation Laboratory Series 18, New York City: McGraw-Hill: xvii+743, 1948 . Elmore, William C., The Transient Response of Damped Linear Networks with Particular Regard to Wideband Amplifiers, 应用物理学杂志, January 1948, 19 (1): 55–63 [2019-12-31], doi:10.1063/1.1697872, （原始内容存档于2016-11-14） .
參考(Valley & Wallman 1948，p. 72, footnote 1)及(Elmore 1948，p. 56 and p. 57, fig. 2a). Valley, George E., Jr.; Wallman, Henry, §2 of chapter 2 and §1–7 of chapter 7, Vacuum Tube Amplifiers, MIT Radiation Laboratory Series 18, New York City: McGraw-Hill: xvii+743, 1948 . Elmore, William C., The Transient Response of Damped Linear Networks with Particular Regard to Wideband Amplifiers, 应用物理学杂志, January 1948, 19 (1): 55–63 [2019-12-31], doi:10.1063/1.1697872, （原始内容存档于2016-11-14） .

ams.org

這份一頁的論文沒有任何計算。Henry Wallman（英语：Henry Wallman）列出了一個他稱為詞典的表，將电子工程及概率论的概念並排。關鍵是使用拉普拉斯变换。接著他提到，依照詞典中這些概念的結果。計多級聯模組的階躍響應可以對應中心极限定理，並且提到：「這是重要的實務結果，前提是電路沒有過衝，其反應時間會隨著級聯個數而增加，約和個數的均方根成正比。」(Wallman 1950，第91頁). Wallman, Henry, Transient response and the central limit theorem of probability, Taub, A. H. (编), Electromagnetic Theory (Massachusetts Institute of Technology, July 29–31 1948), Proceedings of Symposia in Applied Mathematics 2, Providence: American Mathematical Society: 91, 1950, MR 0034250, Zbl 0035.08102 .

bldrdoc.gov

its.bldrdoc.gov

rise time, Federal Standard 1037C, August 7, 1996 [2019-12-31], （原始内容存档于2016-06-24）

davmar.org

仍是依照Orwiler (1969，第22頁)的定義 Orwiler, Bob, Vertical Amplifier Circuits (PDF), Circuit Concepts, 062-1145-00 1st, Beaverton, OR: Tektronix: 461, December 1969 [2019-12-31], （原始内容 (PDF)存档于2021-06-08） .
參考(Orwiler 1969，第27–29頁)及級聯模組的上昇時間章節 Orwiler, Bob, Vertical Amplifier Circuits (PDF), Circuit Concepts, 062-1145-00 1st, Beaverton, OR: Tektronix: 461, December 1969 [2019-12-31], （原始内容 (PDF)存档于2021-06-08） .
參考(Valley & Wallman 1948，第73頁)、(Orwiler 1969，p. 22 and p. 30)中的範例，或是一階低通RC電路章節 Valley, George E., Jr.; Wallman, Henry, §2 of chapter 2 and §1–7 of chapter 7, Vacuum Tube Amplifiers, MIT Radiation Laboratory Series 18, New York City: McGraw-Hill: xvii+743, 1948 . Orwiler, Bob, Vertical Amplifier Circuits (PDF), Circuit Concepts, 062-1145-00 1st, Beaverton, OR: Tektronix: 461, December 1969 [2019-12-31], （原始内容 (PDF)存档于2021-06-08） .
參考(Valley & Wallman 1948，第724頁), (Petitt & McWhorter 1961，p. 111, including footnote 1, and p.)及(Orwiler 1969，第30頁). Valley, George E., Jr.; Wallman, Henry, §2 of chapter 2 and §1–7 of chapter 7, Vacuum Tube Amplifiers, MIT Radiation Laboratory Series 18, New York City: McGraw-Hill: xvii+743, 1948 . Petitt, Joseph Mayo; McWhorter, Malcolm Myers, Electronic Amplifier Circuits. Theory and Design, McGraw-Hill Electrical and Electronics Series, New York–Toronto–London: McGraw-Hill: xiii+325, 1961 . Orwiler, Bob, Vertical Amplifier Circuits (PDF), Circuit Concepts, 062-1145-00 1st, Beaverton, OR: Tektronix: 461, December 1969 [2019-12-31], （原始内容 (PDF)存档于2021-06-08） .
Compare with (Orwiler 1969，第30頁). Orwiler, Bob, Vertical Amplifier Circuits (PDF), Circuit Concepts, 062-1145-00 1st, Beaverton, OR: Tektronix: 461, December 1969 [2019-12-31], （原始内容 (PDF)存档于2021-06-08） .
比較(Valley & Wallman 1948，p. 72, formula (2))、 (Cherry & Hooper 1969，p. 639, formula (13.3))或(Orwiler 1969，p. 22 and p. 30)的內容 Valley, George E., Jr.; Wallman, Henry, §2 of chapter 2 and §1–7 of chapter 7, Vacuum Tube Amplifiers, MIT Radiation Laboratory Series 18, New York City: McGraw-Hill: xvii+743, 1948 . Orwiler, Bob, Vertical Amplifier Circuits (PDF), Circuit Concepts, 062-1145-00 1st, Beaverton, OR: Tektronix: 461, December 1969 [2019-12-31], （原始内容 (PDF)存档于2021-06-08） .
也可以參考(Cherry & Hooper 1969，第656頁)及(Orwiler 1969，第27–28頁). Orwiler, Bob, Vertical Amplifier Circuits (PDF), Circuit Concepts, 062-1145-00 1st, Beaverton, OR: Tektronix: 461, December 1969 [2019-12-31], （原始内容 (PDF)存档于2021-06-08） .

doi.org

可參考 (Valley & Wallman 1948，p. 72, footnote 1)及(Elmore 1948，第56頁)。 Valley, George E., Jr.; Wallman, Henry, §2 of chapter 2 and §1–7 of chapter 7, Vacuum Tube Amplifiers, MIT Radiation Laboratory Series 18, New York City: McGraw-Hill: xvii+743, 1948 . Elmore, William C., The Transient Response of Damped Linear Networks with Particular Regard to Wideband Amplifiers, 应用物理学杂志, January 1948, 19 (1): 55–63 [2019-12-31], doi:10.1063/1.1697872, （原始内容存档于2016-11-14） .
參考(Valley & Wallman 1948，p. 72, footnote 1)及(Elmore 1948，p. 56 and p. 57, fig. 2a). Valley, George E., Jr.; Wallman, Henry, §2 of chapter 2 and §1–7 of chapter 7, Vacuum Tube Amplifiers, MIT Radiation Laboratory Series 18, New York City: McGraw-Hill: xvii+743, 1948 . Elmore, William C., The Transient Response of Damped Linear Networks with Particular Regard to Wideband Amplifiers, 应用物理学杂志, January 1948, 19 (1): 55–63 [2019-12-31], doi:10.1063/1.1697872, （原始内容存档于2016-11-14） .

web.archive.org

rise time, Federal Standard 1037C, August 7, 1996 [2019-12-31], （原始内容存档于2016-06-24）
例如(Cherry & Hooper 1968，p.6 and p.306), (Millman & Taub 1965，第44頁) and (Nise 2011，第167頁). Cherry, E. M.; Hooper, D. E., Amplifying Devices and Low-pass Amplifier Design, New York–London–悉尼市: 約翰威立: xxxii+1036, 1968 . Millman, Jacob; Taub, Herbert, Pulse, digital and switching waveforms, 纽约–圣路易斯–旧金山–多伦多–伦敦–悉尼: McGraw-Hill: xiv+958, 1965 . Nise, Norman S., Control Systems Engineering 6th, New York: [John Wiley & Sons: xviii+928, 2011 [2019-12-31], ISBN 978-0470-91769-5, （原始内容存档于2017-12-09） .
仍是依照Orwiler (1969，第22頁)的定義 Orwiler, Bob, Vertical Amplifier Circuits (PDF), Circuit Concepts, 062-1145-00 1st, Beaverton, OR: Tektronix: 461, December 1969 [2019-12-31], （原始内容 (PDF)存档于2021-06-08） .
參考(Orwiler 1969，第27–29頁)及級聯模組的上昇時間章節 Orwiler, Bob, Vertical Amplifier Circuits (PDF), Circuit Concepts, 062-1145-00 1st, Beaverton, OR: Tektronix: 461, December 1969 [2019-12-31], （原始内容 (PDF)存档于2021-06-08） .
參考(Valley & Wallman 1948，第73頁)、(Orwiler 1969，p. 22 and p. 30)中的範例，或是一階低通RC電路章節 Valley, George E., Jr.; Wallman, Henry, §2 of chapter 2 and §1–7 of chapter 7, Vacuum Tube Amplifiers, MIT Radiation Laboratory Series 18, New York City: McGraw-Hill: xvii+743, 1948 . Orwiler, Bob, Vertical Amplifier Circuits (PDF), Circuit Concepts, 062-1145-00 1st, Beaverton, OR: Tektronix: 461, December 1969 [2019-12-31], （原始内容 (PDF)存档于2021-06-08） .
可參考 (Valley & Wallman 1948，p. 72, footnote 1)及(Elmore 1948，第56頁)。 Valley, George E., Jr.; Wallman, Henry, §2 of chapter 2 and §1–7 of chapter 7, Vacuum Tube Amplifiers, MIT Radiation Laboratory Series 18, New York City: McGraw-Hill: xvii+743, 1948 . Elmore, William C., The Transient Response of Damped Linear Networks with Particular Regard to Wideband Amplifiers, 应用物理学杂志, January 1948, 19 (1): 55–63 [2019-12-31], doi:10.1063/1.1697872, （原始内容存档于2016-11-14） .
參考(Valley & Wallman 1948，p. 72, footnote 1)及(Elmore 1948，p. 56 and p. 57, fig. 2a). Valley, George E., Jr.; Wallman, Henry, §2 of chapter 2 and §1–7 of chapter 7, Vacuum Tube Amplifiers, MIT Radiation Laboratory Series 18, New York City: McGraw-Hill: xvii+743, 1948 . Elmore, William C., The Transient Response of Damped Linear Networks with Particular Regard to Wideband Amplifiers, 应用物理学杂志, January 1948, 19 (1): 55–63 [2019-12-31], doi:10.1063/1.1697872, （原始内容存档于2016-11-14） .
參考(Valley & Wallman 1948，第724頁), (Petitt & McWhorter 1961，p. 111, including footnote 1, and p.)及(Orwiler 1969，第30頁). Valley, George E., Jr.; Wallman, Henry, §2 of chapter 2 and §1–7 of chapter 7, Vacuum Tube Amplifiers, MIT Radiation Laboratory Series 18, New York City: McGraw-Hill: xvii+743, 1948 . Petitt, Joseph Mayo; McWhorter, Malcolm Myers, Electronic Amplifier Circuits. Theory and Design, McGraw-Hill Electrical and Electronics Series, New York–Toronto–London: McGraw-Hill: xiii+325, 1961 . Orwiler, Bob, Vertical Amplifier Circuits (PDF), Circuit Concepts, 062-1145-00 1st, Beaverton, OR: Tektronix: 461, December 1969 [2019-12-31], （原始内容 (PDF)存档于2021-06-08） .
Compare with (Orwiler 1969，第30頁). Orwiler, Bob, Vertical Amplifier Circuits (PDF), Circuit Concepts, 062-1145-00 1st, Beaverton, OR: Tektronix: 461, December 1969 [2019-12-31], （原始内容 (PDF)存档于2021-06-08） .
比較(Valley & Wallman 1948，p. 72, formula (2))、 (Cherry & Hooper 1969，p. 639, formula (13.3))或(Orwiler 1969，p. 22 and p. 30)的內容 Valley, George E., Jr.; Wallman, Henry, §2 of chapter 2 and §1–7 of chapter 7, Vacuum Tube Amplifiers, MIT Radiation Laboratory Series 18, New York City: McGraw-Hill: xvii+743, 1948 . Orwiler, Bob, Vertical Amplifier Circuits (PDF), Circuit Concepts, 062-1145-00 1st, Beaverton, OR: Tektronix: 461, December 1969 [2019-12-31], （原始内容 (PDF)存档于2021-06-08） .
也可以參考(Cherry & Hooper 1969，第656頁)及(Orwiler 1969，第27–28頁). Orwiler, Bob, Vertical Amplifier Circuits (PDF), Circuit Concepts, 062-1145-00 1st, Beaverton, OR: Tektronix: 461, December 1969 [2019-12-31], （原始内容 (PDF)存档于2021-06-08） .

wikipedia.org

en.wikipedia.org

根據Paley-Wiener準則（英语：Paley-Wiener criterion），像是(Valley & Wallman 1948，p. 721 and p. 724)中所提到的。Petitt & McWhorter (1961，第122頁)也簡單說明此事實 Valley, George E., Jr.; Wallman, Henry, §2 of chapter 2 and §1–7 of chapter 7, Vacuum Tube Amplifiers, MIT Radiation Laboratory Series 18, New York City: McGraw-Hill: xvii+743, 1948 . Petitt, Joseph Mayo; McWhorter, Malcolm Myers, Electronic Amplifier Circuits. Theory and Design, McGraw-Hill Electrical and Electronics Series, New York–Toronto–London: McGraw-Hill: xiii+325, 1961 .
這份一頁的論文沒有任何計算。Henry Wallman（英语：Henry Wallman）列出了一個他稱為詞典的表，將电子工程及概率论的概念並排。關鍵是使用拉普拉斯变换。接著他提到，依照詞典中這些概念的結果。計多級聯模組的階躍響應可以對應中心极限定理，並且提到：「這是重要的實務結果，前提是電路沒有過衝，其反應時間會隨著級聯個數而增加，約和個數的均方根成正比。」(Wallman 1950，第91頁). Wallman, Henry, Transient response and the central limit theorem of probability, Taub, A. H. (编), Electromagnetic Theory (Massachusetts Institute of Technology, July 29–31 1948), Proceedings of Symposia in Applied Mathematics 2, Providence: American Mathematical Society: 91, 1950, MR 0034250, Zbl 0035.08102 .

wiley.com

例如(Cherry & Hooper 1968，p.6 and p.306), (Millman & Taub 1965，第44頁) and (Nise 2011，第167頁). Cherry, E. M.; Hooper, D. E., Amplifying Devices and Low-pass Amplifier Design, New York–London–悉尼市: 約翰威立: xxxii+1036, 1968 . Millman, Jacob; Taub, Herbert, Pulse, digital and switching waveforms, 纽约–圣路易斯–旧金山–多伦多–伦敦–悉尼: McGraw-Hill: xiv+958, 1965 . Nise, Norman S., Control Systems Engineering 6th, New York: [John Wiley & Sons: xviii+928, 2011 [2019-12-31], ISBN 978-0470-91769-5, （原始内容存档于2017-12-09） .

zbmath.org

這份一頁的論文沒有任何計算。Henry Wallman（英语：Henry Wallman）列出了一個他稱為詞典的表，將电子工程及概率论的概念並排。關鍵是使用拉普拉斯变换。接著他提到，依照詞典中這些概念的結果。計多級聯模組的階躍響應可以對應中心极限定理，並且提到：「這是重要的實務結果，前提是電路沒有過衝，其反應時間會隨著級聯個數而增加，約和個數的均方根成正比。」(Wallman 1950，第91頁). Wallman, Henry, Transient response and the central limit theorem of probability, Taub, A. H. (编), Electromagnetic Theory (Massachusetts Institute of Technology, July 29–31 1948), Proceedings of Symposia in Applied Mathematics 2, Providence: American Mathematical Society: 91, 1950, MR 0034250, Zbl 0035.08102 .