def adjointSystem(self, dq):
rg, N, T = self.getSimData()
if self.noJ:
if self.unconstrained:
ealpha, ex, ez = kernelMatrix_fort.adjointsystem_unconstrained( \
self.dt, self.sfactor, self.kvs, self.kvo, \
self.khs, self.kho, \
self.alpha, self.xt, self.m, self.z, \
dq[0], dq[1], self.num_times, rg.num_nodes)
else:
ealpha, ex = kernelMatrix_fort.adjointsystem_noj( \
self.dt, self.sfactor, self.kvs, self.kvo, \
self.khs, self.kho, \
self.alpha, self.xt, self.m, self.z, \
dq[0], dq[1], self.num_times, rg.num_nodes)
else:
ealpha, ex = kernelMatrix_fort.adjointsystem( \
self.dt, self.sfactor, self.kvs, self.kvo, \
self.khs, self.kho, \
self.alpha, self.xt, self.m, self.z, self.J, \
dq[0], dq[1], dq[2], self.num_times, rg.num_nodes)
#if self.spline_interp:
if False:
si = SplineInterp(rg, self.KH, ealpha)
ge = si.minimize()
else:
ge = ealpha
if self.unconstrained:
return ge, ex, ez*self.z0weight
else:
return ge, ex
def adjointSystem(self, dx, dm, dJ):
rg, N, T = self.getSimData()
ealpha, ex = kernelMatrix_fort.adjointsystem( \
self.dt, self.sfactor, self.kvs, self.kvo, \
self.khs, self.kho, \
self.alpha, self.xt, self.m, self.z, self.J, \
dx, dm, dJ, self.num_times, rg.num_nodes)
if self.spline_interp:
si = SplineInterp(rg, self.KH, ealpha[:,0])
ge = si.minimize()
else:
ge = ealpha
return ge, ex