Searched refs:nrot_ (Results 1 – 8 of 8) sorted by relevance
/dports/science/mpqc/mpqc-2.3.1/src/lib/math/symmetry/ |
H A D | irrep.cc | 62 g(0), degen(0), nrot_(0), ntrans_(0), complex_(0), symb(0), rep(0), csymb(0) in IrreducibleRepresentation() 68 g(0), degen(0), nrot_(0), ntrans_(0), complex_(0), symb(0), rep(0), csymb(0) in IrreducibleRepresentation() 76 g(0), degen(0), nrot_(0), ntrans_(0), complex_(0), symb(0), rep(0), csymb(0) in IrreducibleRepresentation() 91 nrot_ = ir.nrot_; in operator =() 107 ntrans_=nrot_=complex_=0; in init() 140 os << " | " << ntrans_ << " t, " << nrot_ << " R\n"; in print()
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H A D | tetra.cc | 173 irt.nrot_ = 1; in t() 237 irtg.nrot_=1; in th() 308 irt1.nrot_ = 1; in td() 391 irt1.nrot_ = 1; in o() 493 gamma_[3].nrot_=1; in oh()
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H A D | pointgrp.h | 245 int nrot_; // the number of rotations in this irrep variable 281 int nrot() const { return nrot_; } in nrot()
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H A D | maketab.cc | 96 gamma_[0].nrot_ = 3; in make_table() 109 gamma_[0].nrot_=3; in make_table() 125 gamma_[0].nrot_=1; in make_table() 131 gamma_[1].nrot_=2; in make_table() 1032 gamma_[i].nrot_ = (int) ((nr+0.5)/gamma_[i].g); in make_table()
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H A D | ico.cc | 316 ir1.nrot_ = 1; in i() 357 ir1g.nrot_ = 1; in ih()
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/dports/science/quantum-espresso/q-e-qe-6.7.0/PW/src/ |
H A D | setup.f90 | 100 INTEGER :: na, is, ierr, ibnd, ik, nrot_ local 453 nrot_ = 1 455 nrot_ = nrot 472 nrot_ = 1 476 CALL kp_strings( nppstr, gdir, nrot_, s, bg, npk, & 479 nrot_ = 1 483 CALL kpoint_grid ( nrot_,time_reversal, skip_equivalence, s, t_rev, bg,& 513 nrot_ = 1 555 CALL irreducible_BZ (nrot_, s, nsym, time_reversal, &
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H A D | symm_base.f90 | 734 INTEGER FUNCTION copy_sym( nrot_, sym ) 747 INTEGER, INTENT(IN) :: nrot_ local 765 DO irot = 1, nrot_ 789 sym(jrot+1:nrot_) = .FALSE.
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/dports/science/quantum-espresso/q-e-qe-6.7.0/EPW/src/ |
H A D | low_lvl.f90 | 1278 INTEGER FUNCTION copy_sym_epw(nrot_, sym, indsym) 1288 INTEGER, INTENT(in) :: nrot_ local 1319 DO irot = 1, nrot_ 1346 sym(jrot + 1:nrot_) = .FALSE.
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