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19篇 您的检索式:作者名="Vedadi"
    题名 作者 年代 出处 被引量
1Bandwidth and repetition rate programmable Nyquist sinc-shaped pulse train source based on intensity modulators and four-wave mixing显示文摘CORDETTE S VEDADI A SHOAIE M A 2014Optics Letters2014,39,23:1
2Molecular biology of normal melanocytes and melanoma cells显示文摘Bizhan Bandarchi Cyrus Aleksandre Jabbari Ali Vedadi Roya Navab 2013Journal of Clinical Pathology2013,,8:1
3Molecular biology of normal melanocytes and melanoma cells显示文摘Bandarehi B Jabbari CA Vedadi A 2013J Clin Pathol2013,66,8:1
4Demonstration of an In- tegrated LiNbO3 Synchronized Double Phase Modulator and Its Applica- tions to Dual-Pump Fiber Optical Parametric Amplifiers and Wavelength Converters显示文摘VEDADI A GROSSARD N HAUDEN J 2008Journal of Lightwave Technology2008,26,7:1
5The use of differential scanning fluorimetry to detect ligand interactions that promote protein stability显示文摘NIESEN F H BERGLUND H VEDADI M 2007Nature Protocols2007,2,9:1
6Molecular biology of normal melanocytes and melanoma cells显示文摘Bandarchi B Jabbari CA Vedadi A 2013J Clin Pathol2013,66,8:1
7Bandwidth and repetition rate programmable Nyquist sinc-shaped pulse train source based on in- tensity modulators and four-wave mixing显示文摘Cordette S Vedadi A Shoaie M A 2014Optics Letters2014,39,23:1
8Constrained sliding mode control of nonlinear fractional order input affine systems显示文摘Asymptotic stability of nonlinear fractional order affine systems with bounded inputs is dealt.The main contribution is to design a new bounded fractional order chattering free sliding mode controller in which the system states converge to the sliding surface at a determined finite time.To eliminate the chattering in the sliding mode and make the input controller bounded,hyperbolic tangent is used for designing the proposed fractional order sliding surface.Finally,the stability of the closed loop system using this bounded sliding mode controller is guaranteed by Lyapunov theory.A comparison with the integer order case is then presented and fractional order nonlinear polynomial systems are also studied as the special case.Finally,simulation results are provided to show the effectiveness of the designed controller.TAHMINEH Vedadi Moghaddam SEYYED KAMALEDDIN Yadavar Nikravesh MOHAMMAD Azam Khosravi 2019Journal of Systems Engineering and Electronics2019,30,5:1
9Modules with chain conditions on non essential submodules 显示文摘Smith P F Vedadi M R 2004Comm Algebra2004,32,:1
10Theoretical Study of High Repetition Rate Short Pulse Generate on with Fiber Optical Parametric Amplification显示文摘Vedadi A Ariaei A M Jadidi M M 0,,09:1
11Modules whose injective endomorphisms are essential 显示文摘HAGHANY A VEDADI M R 2001J Algebra2001,243,:1
12Genome-scale protein expression and structural biology of Plasmodium Jalciparum and related apicomplexan organisms 显示文摘Vedadi M Lew J Artz J 2007Mol Biochem Parasitol2007,151,:1
13The Relation- ship between Cultural Intelligence and Achievement: A Case Study in An Iranian Company显示文摘Vedadi A Kheiri B Abbasalizadeh M 2011Iranian Journal of Management Studies2011,3,3:1
14Epi-retractable modules and some applications 显示文摘Ghorbani A Vedadi M R 2009Bull Iranian Math Soc2009,35,:1
15Essentially retractable modules 显示文摘Vedadi M R 2007J Sci I R Iran2007,18,:1
16Biophysical characterizadon of recombinant proteins:a key to higher structural genomics success显示文摘Vedadi M Arrowsmith CH Alhdi-Hassani A 2010J Struct Biol2010,172,:1
17Self-assembled porphyrinnano- discs with structure-dependent activation for phototherapy and photodiagnostic applications 显示文摘Ng KK Lovell JF Vedadi A 2013ACS Nano2013,7,4:1
18Structure and dynamics of shock-induced nanobubble collapse in water显示文摘Vedadi M Choubey A Nomura K 2010Physical Review Letters2010,105,01:1
19Epi-retractable modules and some applications显示文摘Ghorbani A Vedadi M R 2009Bull Iranian Math Soc2009,35,:1
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