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Before discussing the meaning of the terms in Eq. ~3! it isuseful to substitute from Eq. ~2! and write f 5Ar21 B2 r41CF S drdz D 2 1r2S dfdz () D 2G , ~4!
KF 12 S dfdz () D 2 2 2pP0 dfdz () G 212 xaH2~cos2 uH cot2 u01sin2 u0 sin2 f!
dfdz ()(0,0,0); vector3d dphdtheta(vdot(dfdx,ht),vdot(dfdy,ht),vdot(dfdz (),ht));
DPE(2) = DFDY+DY DPE(3) = dfdz ()+DZ C PE = FIT+XVAL+YVAL+ZVAL C RETURN END.
+ (--1)dfdz () d+l. So (11) is equivalent to f(1 - q) = (--1)d+lf(q), i.e. to the. Dehn-Sommerville equations (10). See also [6] for related remarks.
subs(z=z0, dfdz ());. Error, numeric exception: division by zero
. 155, dfdz () = rwtdn*self.fz[ir][0] + rwtup*self.fz[ir+1][0]
.. endif PPNE(I,J)=PNE(I,J)*ADPDNE(I,J) CNE(I,J)=(dfdz ()(I+IHE(J),J+1)+dfdz ()(I,J))*2.
mask; dfdz () = dfdz ().*mask; % And sum it over the box: D1(1)
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ID: #193
Date Added: 07/19/2008
Category: Very Short
Lowercase: dfdz.com
Uppercase: DFDZ.COM
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Keywords: | dfdz |
Registrar: internet.bs
Expiration: 05/22/2012
Age (years): 3.9
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