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We want to calculate the derivatives of the Kinetic Energy respect to a variational parameter of the wave-function:
 |
(B.4) |
using B.3 we have that:
and
![$\displaystyle \frac{\partial}{\partial a } \left ( \vec{\nabla}_i \ln \Psi \rig...
...right ) \right ] \left ( \nabla_i^l J + \nabla_i^l T + \nabla_i^l\ln P \right )$](img676.png) |
(B.6) |
For the pairing determinant the terms we have to evaluate will be:
So to evaluate the gradient of the local energy we need only to know these vectors:
 |
(B.7) |
Next: Pairing determinant
Up: Kinetic Energy
Previous: Kinetic Energy
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Claudio Attaccalite
2005-11-07