Feiz, M.
~ 100  Ergebnisse:
Personensuche X
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1

Preparation of sulfonated poly(ethylene terephthalate) subm..:

Chegoonian, P. ; Feiz, M. ; Ravandi, S. A. Hosseini.
Journal of Applied Polymer Science.  124 (2012)  S1 - p. E190-E198 , 2012
 
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2

PO01-MO-10 Evaluation of lipid profile in different subtype..:

Saadatnia, M. ; Feiz, M. ; Ziaei, E....
Journal of the Neurological Sciences.  285 (2009)  - p. S157 , 2009
 
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4

A 1-D multigroup diffusion equation nodal model using the o..:

Feiz, M.
Annals of Nuclear Energy.  24 (1997)  3 - p. 187-196 , 1997
 
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6

Development of nodal interface conditions for a PN approxim..:

Feiz, M.
Annals of Nuclear Energy.  20 (1993)  2 - p. 85-90 , 1993
 
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7

Determination of the expansion coefficients of a 1-D multig..:

Feiz, M. ; Rohach, A.F.
Annals of Nuclear Energy.  19 (1992)  8 - p. 471-472 , 1992
 
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8

Verification of a decay heat model for power increase trans..:

Feiz, M. ; Love, D.S.
Annals of Nuclear Energy.  18 (1991)  7 - p. 421-423 , 1991
 
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9

Development of an integrated nodal model for the 1-D multig..:

Feiz, M. ; Rohach, A.F.
Annals of Nuclear Energy.  18 (1991)  12 - p. 669-676 , 1991
 
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10

Eigenvalue comparison of the Legendre and Chebyshev polynom..:

Feiz, M. ; Rohach, A.F.
Annals of Nuclear Energy.  16 (1989)  10 - p. 521-526 , 1989
 
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11

Development of a type I Chebyshev polynomial nodal model fo..:

Feiz, M. ; Rohach, A.F.
Annals of Nuclear Energy.  16 (1989)  2 - p. 63-72 , 1989
 
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12

Development of a Legendre polynomial nodal model for the mu..:

Feiz, M. ; Rohach, A.F.
Annals of Nuclear Energy.  15 (1988)  8 - p. 389-396 , 1988
 
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14

Theory of the liquid film motor:

Feiz, M. S. ; Namin, R. M. ; Amjadi, A.
Physical Review E.  92 (2015)  3 - p. , 2015
 
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15

Growth of TiO2 nanotube arrays in semiconductor porous anod..:

Shoja, A. ; Nourmohammadi, A. ; Feiz, M.H.
Journal of Materials Research.  29 (2014)  20 - p. 2432-2440 , 2014
 
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