|  line  | 
 stmt  | 
 bran  | 
 cond  | 
 sub  | 
 pod  | 
 time  | 
 code  | 
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 package HackaMol::X::NERF;  | 
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2
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  # ABSTRACT: simple implementation of natural extension reference frame   | 
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3
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1
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1
  
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12376
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 use Moo;  | 
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1
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8626
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1
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4
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4
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1
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1
  
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1126
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 use Math::Vector::Real;  | 
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0
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0
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5
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 use Math::Trig;  | 
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6
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7
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 # extend system by 1 atom.  | 
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8
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 # ABC to ABCD  | 
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9
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 sub ext {  | 
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10
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   my $self = shift;  | 
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11
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   my $orig = V(0,0,0);  | 
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12
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   $orig = V(@_) if @_ == 3;  | 
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13
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   return $orig;  | 
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14
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15
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16
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 sub ext_a {  | 
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17
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   my ($self,$a, $R,$optvec) = @_;  | 
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18
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   $optvec = V(1,0,0) unless defined($optvec);  | 
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19
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   return ($a + $R*$optvec);   | 
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20
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21
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22
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 sub ext_ab {  | 
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23
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   my ($self,$a,$b,$R,$ang) = @_;  | 
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24
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   $ang  = deg2rad(180-$ang);  | 
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25
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   my ($ba, $j, $k) = ($b-$a)->rotation_base_3d;  | 
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26
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   my $c = $b+$ba*$R;  | 
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27
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   #print abs($c-$b) . "\n";  | 
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28
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   $c = $j->rotate_3d($ang, $c-$b) + $b;  | 
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29
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   #print abs($c-$b) . "\n";  | 
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30
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   return ($c);  | 
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31
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32
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33
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 sub ext_abc {  | 
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34
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   my ($self,$a,$b,$c,$R,$ang,$tors) = @_;  | 
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35
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   $ang  = deg2rad(180-$ang);  | 
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36
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   $tors = deg2rad($tors);  | 
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37
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   my $cang = cos($ang);  | 
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38
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   my $sang = sin($ang);  | 
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39
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   my $ctor = cos($tors);  | 
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40
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   my $stor = sin($tors);  | 
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41
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42
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   my $bc = ($c-$b)->versor;  | 
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43
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   my $n = (($b-$a) x $bc)->versor;  | 
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44
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45
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   my $D = $R*($bc*$cang + ($n x $bc)*$sang*$ctor + $n*$sang*$stor) + $c;  | 
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46
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   return $D;  | 
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47
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 }  | 
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48
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49
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50
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 1;  |