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6篇 您的检索式：作者名="Anooshiravan"

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		题名	作者	年代	出处	被引量
	1	Vibration analysis of long cylindrical shells using acoustical excitation显示文摘	Anooshiravan Farshidianfar Mohammad H Farshidianfar Mal- colm J Crocker	2011	Journal of Sound and Vibration2011，330，14：	1
	2	Correction of highly noisy strong motion records using a modified wavelet de-noising method显示文摘	Anooshiravan Ansari Asadollah Noorzad Hamid Zafarani Hessam Vahidifard	2010	Soil Dynamics and Earthquake Engineering2010，，11：	1
	3	Vibration analysis of long cylindrical shells using acoustic excitation显示文摘	Anooshiravan F Mohammad H F Malcolm J	2011	Journal of Sound and Vibration2011，330，14：	1
	4	Correction of highly noisy strong motion records using a modi-fied wavelet de-noising method显示文摘	Anooshiravan Ansari Asadollah Noorzad Hamid Zafarani	2010	Soil Dynamics and Earthquake Engineering2010，30，11：	1
	5	Correction of highly noisy strong motion records using a modified wavelet denoising method显示文摘	Anooshiravan Ansari Asadollah Noorzad Hamid Zafarani	2010	Soil Dynam Earthquak Engin2010，30，11：	1
	6	Finding the buckling load of non-uniform columns using the iteration perturbation method显示文摘The aim of this study is to calculate the critical load of variable inertia columns. The example studied in this paper can be used as a paradigm for other non-uniform columns. The wavelength of equivalent vibratory system is used to calculate the critical load of the trigonometrically varied inertia column.In doing so, the equilibrium equation of the column is theoretically studied using the perturbation method. Accuracy of the calculated results is evaluated by comparing the solution with numerical results. Effect of improving the initial guess on the solution accuracy is investigated. Effects of varying parameters of the trigonometrically varied inertia and the uniformly tapered columns on their stability behavior are studied. Finally, using the so-called 'perfectibility' parameter, two design goals, i.e., being lightweight and being strong, are studied for the discussed columns.	Aref Afsharfard Anooshiravan Farshidianfar	2014	Theoretical & Applied Mechanics Letters2014，4，4：	0

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