Mercurial > hg > ltpda
diff m-toolbox/test/test_ao_multiply.m @ 0:f0afece42f48
Import.
author | Daniele Nicolodi <nicolodi@science.unitn.it> |
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date | Wed, 23 Nov 2011 19:22:13 +0100 |
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--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/m-toolbox/test/test_ao_multiply.m Wed Nov 23 19:22:13 2011 +0100 @@ -0,0 +1,217 @@ +mc + +%% Some AOs + +c1 = ao(1); c1.setName; +c2 = ao(2); c2.setName; +c3 = ao(3); c3.setName; +c4 = ao(randn(3,3)); c4.setName; +c5 = ao(randn(3,3)); c5.setName; +c6 = ao(randn(3,1)); c6.setName; +c7 = ao(randn(1,3)); c7.setName; + + +t1 = ao(plist('tsfcn', 't', 'fs', 10, 'nsecs', 10)); t1.setName; +t2 = ao(plist('tsfcn', 'sqrt(t)', 'fs', 10, 'nsecs', 10)); t2.setName; +t3 = ao(plist('tsfcn', 't.^2', 'fs', 10, 'nsecs', 10)); t3.setName; + +f1 = ao(plist('fsfcn', 'f', 'f', 'logspace(-4,1,100)')); f1.setName; +f2 = ao(plist('fsfcn', '1./f', 'f', 'logspace(-4,1,100)')); f2.setName; +f3 = ao(plist('fsfcn', 'sqrt(f)', 'f', 'logspace(-4,1,100)')); f3.setName; + +x1 = ao(plist('xyfcn', 'x', 'x', '1:100')); x1.setName; +x2 = ao(plist('xyfcn', '1./x', 'x', '1:100')); x2.setName; +x3 = ao(plist('xyfcn', 'sqrt(x)', 'x', '1:100')); x3.setName; + + +%% Rule 1 + +%---------- CDATA +% cdata .* cdata +r1 = times(c1,c3); +% cdata .* tsdata +r2 = times(c1,t1); +% cdata .* fsdata +r3 = times(c1,f1); +% cdata .* xydata +r4 = times(c1,x1); + +%---------- TSDATA +% tsdata .* tsdata +r5 = times(t1, t2); +% tsdata .* fsdata +try + r6 = times(t1, f2); + error('Data types should be incompatible: booo!'); +catch + lasterr + warning('Data types not compatible: fsdata.*tsdata: hoorah!'); +end +% tsdata .* xydata +r7 = times(t1, x2); +% tsdata .* cdata +r8 = times(t1, c2); + +%---------- FSDATA +% fsdata .* tsdata +try + r9 = times(f1, t2); + error('Data types should be incompatible: booo!'); +catch + lasterr + warning('Data types not compatible: fsdata.*tsdata: hoorah!'); +end +% fsdata .* fsdata +r10 = times(f1, f2); +% fsdata .* xydata +r11 = times(f1, x2); +% fsdata .* cdata +r12 = times(f1, c2); + +%---------- XYDATA +% xydata .* tsdata +r13 = times(x1, t2); +% xydata .* fsdata +r14 = times(x1, f2); +% xydata .* xydata +r15 = times(x1, x2); +% xydata .* cdata +r16 = times(x1, c2); + + + + +%% Rule 2: vector .* single + +v = [t1 t2]; +s = c2; + +% one output +r1 = times(v,s) +r2 = times(s,v) + +% multiple outputs +[r1 r2] = times(v,s) + + +%% Rule 3: V_N .* V_M + +v1 = [t1 t2]; +v2 = [c1 c2 c3]; + +try + r = times(v1,v2); + error('Rule 3 should fail: booo!'); +catch + lasterr + warning('Rule 3 fails: hoorah!'); +end + +%% Rule 4: V_N .* U_N + +v1 = [t1 t2 t3]; +v2 = [x1 x2 x3]; + +r = times(v1,v2); +[r1 r2 r3] = times(v1,v2); + +%% Rule 5: matrix .* single + +m = [t1 t2 t3; x1 x2 x3]; +s = c2; + +r1 = times(m,s); +r2 = times(s,m); + +%% Rule 6: matrix .* column vector + +m = [t1 t2 t3; x1 x2 x3]; +v = [c1; c2]; + +r1 = times(m,v) +r2 = times(v,m) + +%% Rule 7: matrix .* row vector + +m = [t1 t2 t3; x1 x2 x3]; +v = [c1 c2 c3]; + +r1 = times(m,v) +r2 = times(v,m) + +%% Rule 8: M_NP .* V_1Q (or V_Q1) + + +m = [t1 t2 t3; x1 x2 x3]; +v = [c1 c2]; +try + r = times(m,v) + error('Rule 8 should fail: booo!'); +catch + lasterr + warning('Rule 8 fails: hoorah!'); +end +try + r = times(v,m) + error('Rule 8 should fail: booo!'); +catch + lasterr + warning('Rule 8 fails: hoorah!'); +end + +m = [t1 t2 t3; x1 x2 x3]; +v = [c1; c2; c3]; +try + r = times(m,v) + error('Rule 8 should fail: booo!'); +catch + lasterr + warning('Rule 8 fails: hoorah!'); +end +try + r = times(v,m) + error('Rule 8 should fail: booo!'); +catch + lasterr + warning('Rule 8 fails: hoorah!'); +end + +%% Rule 9: M_NP .* H_PQ + +m = [t1 t2; x1 x2]; +h = [c1 c2 c3; c1 c2 c3]; + +try + r = times(m,h) + error('Rule 9 should fail: booo!'); +catch + lasterr + warning('Rule 9 fails: hoorah!'); +end + +%% Rule 10: matrix .* matrix + +m = [t1 t2 t3; x1 x2 x3]; +h = [c1 c2 c3; c1 c2 c3]; + +r = times(m,h) + +%% Rule 11: more than two inputs + +m = [t1 t2 t3; x1 x2 x3]; +v = [c1; c2]; + +r = times(m,v, c3, v, m) + +%% Check units + + +% empty .* m = m +t1.setYunits('m'); +t2.setYunits(''); +r = times(t1,t2) + +% V .* m = mV +t2.setYunits('V'); +r = times(t1,t2) +