tutorial_deep_convection/input/gendata.m

% This is a matlab script that generates the input data

% $Header:  $
% $Name:  $

% Dimensions of grid
nx=100;
ny=100;
nz=50;
% Nominal depth of model (meters)
H=1000;
% Size of domain
Lx=2.0e3;
% Radius of cooling disk (m)
Rc=600.;
% Horizontal resolution (m)
dx=Lx/nx;
% Rotation
f=1.e-4;
% Stratification
N=0.0*(f*Rc/H);
% surface temperature
Ts=20.;
% Flux : Cooling disk & noise added to cooling
Qo=800; Q1=10;

% Gravity
g=10.;
% E.O.S.
alpha=2.e-4;

Tz=N^2/(g*alpha)

dz=H/nz;
sprintf('delZ = %d * %7.6g,',nz,dz)

x=(1:nx)*dx;x=x-mean(x);
y=(1:ny)*dx;y=y-mean(y);
z=-dz/2:-dz:-H;

% Temperature profile
Tref=Ts+Tz*z-mean(Tz*z);
[sprintf('Tref =') sprintf(' %8.6g,',Tref)]

% Surface heat flux : refine the grid (by 3 x 3) to assign mean heat flux
Q=Qo+Q1*(0.5+rand([nx,ny]));
Qc=zeros(nx,ny);
xc=x'*ones(1,ny); yc=ones(nx,1)*y; 
for j=-1:1, for i=-1:1,
 xs=xc+dx*i/3 ; ys=yc+dx*j/3; r2=xs.*xs+ys.*ys;
 qs=Q/9; qs( find(r2 > Rc*Rc) )=0.;
 Qc=Qc+qs;
end ; end
%fid=fopen('Qnet_p64.bin','w','b'); fwrite(fid,Qc,'real*8'); fclose(fid);
 fid=fopen('Qnet_p32.bin','w','b'); fwrite(fid,Qc,'real*4'); fclose(fid);

var=2*pi*[0:1000]/1000; xl=Rc*cos(var); yl=Rc*sin(var);
figure(1);clf;
var=Qc; var(find(var==0))=NaN;
imagesc(xc,yc,var'); set(gca,'YDir','normal');
caxis([-15 820]);
%change_colmap(-1);
colorbar
grid;
hold on
L=line(xl,yl);
set(L,'color',[0 0 0]);
hold off ;
1	jmc	1.1	% This is a matlab script that generates the input data
2
3	jmc	1.3	% $Header: $
4			% $Name: $
5
6	jmc	1.1	% Dimensions of grid
7	jmc	1.2	nx=100;
8			ny=100;
9			nz=50;
10	jmc	1.1	% Nominal depth of model (meters)
11			H=1000;
12			% Size of domain
13	jmc	1.2	Lx=2.0e3;
14			% Radius of cooling disk (m)
15			Rc=600.;
16	jmc	1.1	% Horizontal resolution (m)
17			dx=Lx/nx;
18			% Rotation
19	jmc	1.2	f=1.e-4;
20	jmc	1.1	% Stratification
21	jmc	1.2	N=0.0(fRc/H);
22			% surface temperature
23			Ts=20.;
24			% Flux : Cooling disk & noise added to cooling
25			Qo=800; Q1=10;
26	jmc	1.1
27			% Gravity
28	jmc	1.2	g=10.;
29	jmc	1.1	% E.O.S.
30			alpha=2.e-4;
31
32			Tz=N^2/(g*alpha)
33
34			dz=H/nz;
35			sprintf('delZ = %d * %7.6g,',nz,dz)
36
37			x=(1:nx)*dx;x=x-mean(x);
38			y=(1:ny)*dx;y=y-mean(y);
39			z=-dz/2:-dz:-H;
40
41			% Temperature profile
42	jmc	1.2	Tref=Ts+Tzz-mean(Tzz);
43			[sprintf('Tref =') sprintf(' %8.6g,',Tref)]
44	jmc	1.1
45	jmc	1.2	% Surface heat flux : refine the grid (by 3 x 3) to assign mean heat flux
46			Q=Qo+Q1*(0.5+rand([nx,ny]));
47			Qc=zeros(nx,ny);
48			xc=x'ones(1,ny); yc=ones(nx,1)y;
49			for j=-1:1, for i=-1:1,
50			xs=xc+dxi/3 ; ys=yc+dxj/3; r2=xs.xs+ys.ys;
51			qs=Q/9; qs( find(r2 > Rc*Rc) )=0.;
52			Qc=Qc+qs;
53			end ; end
54	jmc	1.3	%fid=fopen('Qnet_p64.bin','w','b'); fwrite(fid,Qc,'real*8'); fclose(fid);
55			fid=fopen('Qnet_p32.bin','w','b'); fwrite(fid,Qc,'real*4'); fclose(fid);
56	jmc	1.2
57			var=2pi[0:1000]/1000; xl=Rccos(var); yl=Rcsin(var);
58			figure(1);clf;
59			var=Qc; var(find(var==0))=NaN;
60			imagesc(xc,yc,var'); set(gca,'YDir','normal');
61			caxis([-15 820]);
62			%change_colmap(-1);
63			colorbar
64			grid;
65			hold on
66			L=line(xl,yl);
67			set(L,'color',[0 0 0]);
68			hold off ;