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- TIME SHIFT CHARACTERISTIC AND STARTING DETERMINATION FOR SIGNAL CONVOLUTION INTEGRAL. 信號卷積的時(shí)移特性和起始時(shí)刻的確定。
- There are two difficult points in convolution integral: how to determine the limit of the integral, arid the integrands on the convolution integral. 摘要確定卷積積分的積分限和在相應區間上的被積函數是計算卷積積分的兩個(gè)難點(diǎn)。
- A convolution integral factor method is introduced to eliminate the checkboard pattern and porous material in the topology optimization. 通過(guò)數值計算驗證了理論和算法的有效性;
- It is expounded how to apply correctly convolution integral to circuit analysis and some key problems are discussed that should be paid attentions to in practical operation. 論述了如何把卷積積分正確地應用到電路分析中，并討論了在電路分析中應用卷積積分要注意的關(guān)鍵問(wèn)題.
- Abstract: It is expounded how to apply correctly convolution integral to circuit analysis and some key problems are discussed that should be paid attentions to in practical operation. 文摘:論述了如何把卷積積分正確地應用到電路分析中，并討論了在電路分析中應用卷積積分要注意的關(guān)鍵問(wèn)題.
- With convolution integral, a new formulation for describing the relation of soft X-ray reflectivity of multilayer with the different energy Monochromaticity of incident light is deduced. 利用數學(xué)卷積積分,理論上推導出一個(gè)在入射光不同單色性下精確計算多層膜反射率的公式。
- The kitchen is an integral part of a house. 廚房是房子不可缺的部分
- Based on a drug with bicxponential declining kinetics, the equations were derived for a linear mamillary model, with convolution integration method. 有關(guān)方程是根據雙指數衰減動(dòng)力學(xué)性質(zhì)的線(xiàn)性乳突狀模型,經(jīng)卷積積分方法解得的。
- Speech is fractional; silence is integral. 講話(huà)是分數; 沉默是整數。
- Basic Computational Methods of Convolution Integral 卷積積分的基本計算方法
- Analytics of Convolution Integral on Causal Signals 關(guān)于因果信號卷積積分的解析法淺析
- Convolutional Codes of encryption! 卷積碼的編譯碼！
- The arms and legs are integral parts of a human body. 臂和腿是人體不可缺少的部分。
- The indefinite integral is an antiderivative. 不定積分是反導數。
- Application About Convolution Integral in Circuit Analysis 卷積積分在電路分析中的應用
- Discussions on How to Introduce the Convolution Integral 關(guān)于卷積積分概念引入方法的討論
- A Simple Solution to Convolution Integral of Discrete Causal Series 離散因果序列卷積和的一種簡(jiǎn)便解法
- Study on approach of convolution integral in signal system 卷積積分的方法探討
- We can use the additive property of the integral. 我們可利用積分的可加性。
- A new factor appears under the integral sign. 積分號內出現了一個(gè)新的因子。
