AlgebraicRule clone()
{
IntPtr cPtr = libsbmlPINVOKE.AlgebraicRule_clone(swigCPtr);
AlgebraicRule ret = (cPtr == IntPtr.Zero) ? null : new AlgebraicRule(cPtr, true);
return(ret);
}
public void test_AlgebraicRule()
{
AlgebraicRule ar = new AlgebraicRule(2,4);
assertEquals( false, (ar.hasRequiredElements()) );
ar.setMath(libsbml.parseFormula("ar"));
assertEquals( true, ar.hasRequiredElements() );
ar = null;
}
public void test_AlgebraicRule_L1()
{
AlgebraicRule ar = new AlgebraicRule(1,2);
assertEquals( false, (ar.hasRequiredAttributes()) );
ar.setFormula("ar");
assertEquals( true, ar.hasRequiredAttributes() );
ar = null;
}
internal static HandleRef getCPtrAndDisown(AlgebraicRule obj)
{
HandleRef ptr = new HandleRef(null, IntPtr.Zero);
if (obj != null)
{
ptr = obj.swigCPtr;
obj.swigCMemOwn = false;
}
return(ptr);
}
public void test_AlgebraicRule_constructor()
{
SBase s;
try
{
s = new AlgebraicRule(1,1);
s = new AlgebraicRule(1,2);
s = new AlgebraicRule(2,1);
s = new AlgebraicRule(2,2);
s = new AlgebraicRule(2,3);
s = new AlgebraicRule(2,4);
s = new AlgebraicRule(3,1);
s = new AlgebraicRule(SN11);
s = new AlgebraicRule(SN12);
s = new AlgebraicRule(SN21);
s = new AlgebraicRule(SN22);
s = new AlgebraicRule(SN23);
s = new AlgebraicRule(SN24);
s = new AlgebraicRule(SN31);
}
catch (SBMLConstructorException e)
{
s = null;
}
assertTrue(s != null);
string msg = "";
try
{
s = new AlgebraicRule(9,9);
}
catch (SBMLConstructorException e)
{
msg = e.Message;
}
assertTrue(msg == ErrMsg);
msg = "";
try
{
s = new AlgebraicRule(SN99);
}
catch (SBMLConstructorException e)
{
msg = e.Message;
}
assertTrue(msg == ErrMsg);
}
public void test_AlgebraicRule_createWithFormula()
{
ASTNode math;
string formula;
Rule ar = new AlgebraicRule(2,4);
ar.setFormula( "1 + 1");
assertTrue( ar.getTypeCode() == libsbml.SBML_ALGEBRAIC_RULE );
assertTrue( ar.getMetaId() == "" );
math = ar.getMath();
assertTrue( math != null );
formula = libsbml.formulaToString(math);
assertTrue( formula != null );
assertTrue(( "1 + 1" == formula ));
assertTrue(( formula == ar.getFormula() ));
ar = null;
}
internal static HandleRef getCPtr(AlgebraicRule obj)
{
return((obj == null) ? new HandleRef(null, IntPtr.Zero) : obj.swigCPtr);
}
internal static HandleRef getCPtrAndDisown(AlgebraicRule obj)
{
HandleRef ptr = new HandleRef(null, IntPtr.Zero);
if (obj != null)
{
ptr = obj.swigCPtr;
obj.swigCMemOwn = false;
}
return ptr;
}
internal static HandleRef getCPtr(AlgebraicRule obj)
{
return (obj == null) ? new HandleRef(null, IntPtr.Zero) : obj.swigCPtr;
}
public void test_Model_getRules()
{
Rule ar = new AlgebraicRule(2,4);
Rule scr = new AssignmentRule(2,4);
Rule cvr = new AssignmentRule(2,4);
Rule pr = new AssignmentRule(2,4);
scr.setVariable( "r2");
cvr.setVariable( "r3");
pr.setVariable( "r4");
ar.setFormula( "x + 1" );
scr.setFormula( "k * t/(1 + k)" );
cvr.setFormula( "0.10 * t" );
pr.setFormula( "k3/k2" );
M.addRule(ar);
M.addRule(scr);
M.addRule(cvr);
M.addRule(pr);
assertTrue( M.getNumRules() == 4 );
ar = M.getRule(0);
scr = M.getRule(1);
cvr = M.getRule(2);
pr = M.getRule(3);
assertTrue(( "x + 1" == ar.getFormula() ));
assertTrue(( "k * t/(1 + k)" == scr.getFormula() ));
assertTrue(( "0.10 * t" == cvr.getFormula() ));
assertTrue(( "k3/k2" == pr.getFormula() ));
}
public void test_internal_consistency_check_99904_rule_alg()
{
SBMLDocument d = new SBMLDocument(2,4);
long errors;
Rule r = new AlgebraicRule(2,4);
d.setLevelAndVersion(1,2,false);
Model m = d.createModel();
Compartment c = m.createCompartment();
c.setId("cc");
r.setMetaId("mmm");
r.setFormula("2");
m.addRule(r);
errors = d.checkInternalConsistency();
assertTrue( errors == 0 );
d = null;
}
public void test_internal_consistency_check_99915_alg()
{
SBMLDocument d = new SBMLDocument(2,4);
long errors;
Model m = d.createModel();
Rule r = new AlgebraicRule(2,4);
d.setLevelAndVersion(2,1,false);
r.setUnits("kk");
m.addRule(r);
errors = d.checkInternalConsistency();
assertTrue( errors == 0 );
d = null;
}
public void test_AlgebraicRule()
{
AlgebraicRule ar = new AlgebraicRule(2,4);
assertEquals( true, ar.hasRequiredAttributes() );
ar = null;
}
public void test_Rule_setVariable3()
{
Rule R1 = new AlgebraicRule(1,2);
int i = R1.setVariable( "r");
assertTrue( i == libsbml.LIBSBML_UNEXPECTED_ATTRIBUTE );
assertEquals( false, R1.isSetVariable() );
R1 = null;
}
public void test_AlgebraicRule_createWithMath()
{
ASTNode math = libsbml.parseFormula("1 + 1");
Rule ar = new AlgebraicRule(2,4);
ar.setMath(math);
assertTrue( ar.getTypeCode() == libsbml.SBML_ALGEBRAIC_RULE );
assertTrue( ar.getMetaId() == "" );
assertTrue(( "1 + 1" == ar.getFormula() ));
assertTrue( ar.getMath() != math );
ar = null;
}
public void test_Model_addRules()
{
Rule r1 = new AlgebraicRule(2,4);
Rule r2 = new AssignmentRule(2,4);
Rule r3 = new RateRule(2,4);
r2.setVariable( "r2");
r3.setVariable( "r3");
r1.setMath(libsbml.parseFormula("2"));
r2.setMath(libsbml.parseFormula("2"));
r3.setMath(libsbml.parseFormula("2"));
M.addRule(r1);
M.addRule(r2);
M.addRule(r3);
assertTrue( M.getNumRules() == 3 );
}
public void test_AlgebraicRule_createWithNS()
{
XMLNamespaces xmlns = new XMLNamespaces();
xmlns.add( "http://www.sbml.org", "testsbml");
SBMLNamespaces sbmlns = new SBMLNamespaces(2,3);
sbmlns.addNamespaces(xmlns);
Rule r = new AlgebraicRule(sbmlns);
assertTrue( r.getTypeCode() == libsbml.SBML_ALGEBRAIC_RULE );
assertTrue( r.getMetaId() == "" );
assertTrue( r.getNotes() == null );
assertTrue( r.getAnnotation() == null );
assertTrue( r.getLevel() == 2 );
assertTrue( r.getVersion() == 3 );
assertTrue( r.getNamespaces() != null );
assertTrue( r.getNamespaces().getLength() == 2 );
r = null;
}