GPUE  v1.0
GPU Gross-Pitaevskii Equation numerical solver for Bose-Einstein condensates
vtxTrajectory.m File Reference

Go to the source code of this file.

Functions

stepsize and final datasets % initial indicates if you wish to highlight the % threeD also plots aspacetime (XYT) diagram in 3D. % dx is the stepsize along one dimension and assumes the same over x
 

Variables

 function [vorts]
 
stepsize and final datasets % initial indicates if you wish to highlight the % threeD also plots y % dimSize is the length of the dimensions
 
stepsize and final datasets % initial indicates if you wish to highlight the % threeD also plots y % dimSize is the length of the and assumes x
 
stepsize and final datasets % initial indicates if you wish to highlight the % threeD also plots y % dimSize is the length of the and assumes the % data at is named vort_arr_0
 
stepsize and final datasets % initial indicates if you wish to highlight the % threeD also plots y % dimSize is the length of the and assumes the % data at is named while postprocessed data is vort_ord_xxx % Also
 

Function Documentation

◆ aspacetime()

stepsize and final datasets % initial indicates if you wish to highlight the % threeD also plots aspacetime ( XYT  )

Variable Documentation

◆ Also

stepsize and final datasets % initial indicates if you wish to highlight the % threeD also plots y % dimSize is the length of the and assumes the % data at is named while postprocessed data is vort_ord_xxx % Also

Definition at line 9 of file vtxTrajectory.m.

◆ dimensions

stepsize and final datasets % initial indicates if you wish to highlight the % threeD also plots y % dimSize is the length of the dimensions

Definition at line 9 of file vtxTrajectory.m.

◆ function

function[vorts]
Initial value:
= vtxTrajectory(start, step, fin, initial,threeD, dx, dimSize, dt)
%vtxTrajectory trajectory plots of 2D vortex data.
% vtxTrajectory takes the output of the postprocessed vortex positions
% from the matlab script as loaded by loadVtx
% Start step and fin are the initial
tuple dx
Definition: en.py:59
% Number of atoms as
Definition: GPE_2d.m:16
and extended by(Dr?) Lee James O 'Riordan. % Ek
and print the results to file Essentially wraps % voronoi2dCellColour and saves the resulting plots
Definition: VtxCorr.m:1
% Indexing needs to % be modified if you wish to use the ordered data sets % Calculate the Voronoi diagram of the resulting data
Definition: VtxCorr.m:36
tuple dt
Definition: en.py:61
dimSize
Definition: quKineticSpec.m:73

Definition at line 1 of file vtxTrajectory.m.

◆ vort_arr_0

stepsize and final datasets % initial indicates if you wish to highlight the % threeD also plots y % dimSize is the length of the and assumes the % data at is named vort_arr_0

Definition at line 9 of file vtxTrajectory.m.

◆ x

stepsize and final datasets % initial indicates if you wish to highlight the % threeD also plots y % dimSize is the length of the and assumes x
Initial value:
==y
% dt is the time increment for the spacetime diagram.
% Note: Since the processed data assumes an initial starting position
% Imaginary time unitary evolution operators for position
Definition: GPE_2d.m:82
end % idx is for time
% Indexing needs to % be modified if you wish to use the ordered data sets % Calculate the Voronoi diagram of the resulting data
Definition: VtxCorr.m:36
tuple dt
Definition: en.py:61
% If at least one of the indices is

Definition at line 9 of file vtxTrajectory.m.