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functions in drat.i  - g
 
 
 
| gauss_gate 
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             gauss_gate(times)  
 
     gate function used by gaussian_gate.  Refer to the source code  
     to learn how to write your own gate function, making proper use  
     of drat_start and drat_stop options in addition to the input times.  
interpreted function, defined at i0/drat.i   line 794  
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| SEE ALSO: | gaussian_gate,   
  drat_gate |  
 
 
 
| gauss_int 
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             gauss_int(t)  
 
     returns time integral of Gaussian specified in call to gaussian_gate.  
interpreted function, defined at i0/drat.i   line 819  
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| gaussian_gate 
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             gaussian_gate(t0, tsigma, max_trans)  
 
     sets the drat_gate for the snap function to be a Gaussian  
     centered at time T0, with sigma TSIGMA, and maximum transmission  
     fraction MAX_TRANS.  
interpreted function, defined at i0/drat.i   line 841  
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| SEE ALSO: | snap,   
  drat_gate |  
 
 
 
 
 
 
| get_ray_path 
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             ray_info= get_ray_path(path, rt, zt)  
 
     where PATH is one element of an array returned by track_rays,  
     returns the points where the ray cut the edges of the mesh (ZT, RT).  
     The returned RAY_INFO has two components: RAY_INFO(,1) is the z  
     coordinates and RAY_INFO(,2) is the r coordinates.  
interpreted function, defined at i0/drat.i   line 1255  
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| SEE ALSO: | track_rays |  
 
 
 
| get_std_limits 
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             get_std_limits(rays, slimits)  
 
     returns slimits suitable for internal routines: 2-by-nrays,  
     with s=0 at point of closest approach to origin  
interpreted function, defined at i0/drat.i   line 913  
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| guess_symmetry 
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             guess_symmetry, f  
          or guess_symmetry(f)  
 
     guesses the symmetry of the problem in the dump file F based on  
     the variables f.isymz, f.rt, and f.zt.  
     If called as a subroutine, prints one of:  
     "no symmetry", "z=0 reflection symmetry", or "spherical symmetry"  
     If called as a function, returns 0, 1, or 2, respectively.  
interpreted function, defined at i0/drat.i   line 931  
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