TEST_F(IdfFixture, IdfObject_GetQuantity)
{
std::string text = "Building, !- Building \n\
Building, !- Name \n\
30., !- North Axis {deg} \n\
City, !- Terrain \n\
0.04, !- Loads Convergence Tolerance Value \n\
0.4, !- Temperature Convergence Tolerance Value {deltaC} \n\
FullExterior, !- Solar Distribution \n\
25; !- Maximum Number of Warmup Days";
// make an idf object
OptionalIdfObject oObj = IdfObject::load(text);
ASSERT_TRUE(oObj);
// Test get.
OSOptionalQuantity ooq = oObj->getQuantity (4);
ASSERT_TRUE(ooq.isSet());
Quantity q = ooq.get();
EXPECT_TRUE(q.value() == 0.4);
EXPECT_TRUE(q.system() == UnitSystem::SI);
EXPECT_TRUE(q.standardUnitsString() == "K");
// Test set.
OptionalQuantity oq = convert(q,UnitSystem(UnitSystem::IP));
ASSERT_TRUE(oq);
EXPECT_TRUE(oq->system() == UnitSystem::IP);
EXPECT_DOUBLE_EQ(0.72,oq->value());
oq->setValue(1.5);
EXPECT_TRUE(oObj->setQuantity(4, *oq));
ooq = oObj->getQuantity(4);
ASSERT_TRUE(ooq.isSet());
q = ooq.get();
EXPECT_DOUBLE_EQ(0.83333333333333333,q.value());
EXPECT_TRUE(q.system() == UnitSystem::SI);
EXPECT_TRUE(q.standardUnitsString() == "K");
}
TEST_F(UnitsFixture,Quantity_ArithmeticOperators)
{
LOG(Debug,"Quantity_ArithmeticOperators");
Quantity q1;
Quantity q2(1.0);
Unit u3;
u3.setBaseUnitExponent("ft",1);
Quantity q3(34.2,u3);
// addition
Quantity q4 = q1 + q2;
q4 += q4;
testNumbersEqual(2.0,q4.value());
testStreamOutput("2",q4);
ASSERT_THROW(q3 + q1,Exception);
// subtraction;
ASSERT_THROW(q3 - q1,Exception);
Quantity len(3.5,u3);
len -= q3;
testNumbersEqual(-30.7,len.value());
testStreamOutput("-30.7 ft",len,1);
// multiplication
q3 *= q4;
testNumbersEqual(68.4,q3.value());
testStreamOutput("68.4 ft",q3,1);
Unit u5;
u5.setBaseUnitExponent("s",-2);
u5.setBaseUnitExponent("ft",1);
Quantity q5(0.5,u5);
Quantity q6 = q5 * q3;
testNumbersEqual(34.2,q6.value());
testStreamOutput("34.2 ft^2/s^2",q6,1);
// division
len = Quantity(1.1,u3);
Quantity a = q6/len;
testNumbersEqual(31.0909090909,a.value());
EXPECT_EQ("ft/s^2",a.standardUnitsString());
// pow
a.pow(6);
EXPECT_EQ("ft^6/s^12",a.standardUnitsString());
Quantity b = openstudio::pow(a,1,3);
EXPECT_EQ("ft^2/s^4",b.standardUnitsString());
testNumbersEqual(966.644628099,b.value());
a = b;
// multiplication and division with double
a *= 1.21;
testNumbersEqual(1169.64,a.value());
b = a/2;
testNumbersEqual(584.82,b.value());
EXPECT_EQ("ft^2/s^4",b.standardUnitsString());
EXPECT_EQ("",b.prettyUnitsString());
Quantity c = 32.0/b;
EXPECT_EQ("s^4/ft^2",c.standardUnitsString());
testNumbersEqual(0.054717690913,c.value());
// Operations on Quantities with units of temperature
LOG(Debug,"Quantity_FahrenheitUnit_Arithmetic");
FahrenheitUnit fu1(1, 0, "");
Quantity T1(60.0,fu1);
FahrenheitUnit fu2(1);
Quantity T2(74.0,fu2);
Quantity TT1 = pow(T1,2);
Quantity TT2 = pow(T2,2);
EXPECT_TRUE(TT1.isAbsolute());
EXPECT_TRUE(TT2.isAbsolute());
Quantity q;
// -, unary
q = -T1;
testStreamOutput("-60 F",q);
q.setAsRelative();
q = -q;
testStreamOutput("60 F",q);
EXPECT_FALSE(q.isAbsolute());
// +, good units, bad units, absolute + relative = absolute
q = T1 + T2;
EXPECT_TRUE(q.isAbsolute());
testStreamOutput("134 F",q,0);
EXPECT_THROW(T1 + TT1,Exception);
q.setAsRelative();
q += T1;
EXPECT_TRUE(q.isAbsolute());
// -, binary, good units, bad units, absolute -> relative when exp == 1, ow same as +
q = T2 - T1;
testStreamOutput("14 F",q,0);
EXPECT_FALSE(q.isAbsolute());
EXPECT_THROW(q - TT2,Exception);
q -= T1;
EXPECT_TRUE(q.isAbsolute());
testStreamOutput("-46 F",q,0);
q = TT2 - TT1;
EXPECT_TRUE(q.isAbsolute());
// *, absolute*relative = absolute
Quantity deltaT = T2 - T1;
q = deltaT * TT1;
EXPECT_TRUE(q.isAbsolute());
testNumbersEqual(14.0*3600.0,q.value());
q = TT1 * deltaT;
EXPECT_TRUE(q.isAbsolute());
testNumbersEqual(14.0*3600.0,q.value());
EXPECT_EQ("F^3",q.standardUnitsString());
// /, absolute/relative = absolute and vice-versa
q = TT1/deltaT;
EXPECT_TRUE(q.isAbsolute());
q = deltaT/TT2;
EXPECT_TRUE(q.isAbsolute());
testNumbersEqual(14.0/TT2.value(),q.value());
EXPECT_EQ("1/F",q.standardUnitsString());
// * w/ double, retains absolute v. relative of quantity
q = T1 * 3.0;
EXPECT_TRUE(q.isAbsolute());
testStreamOutput("180 F",q,0);
q = 2.0 * deltaT;
EXPECT_FALSE(q.isAbsolute());
testNumbersEqual(28.0,q.value());
// / w/ double, retains absolute v. relative of quantity
q = 20.0/T1;
EXPECT_TRUE(q.isAbsolute());
testStreamOutput("0.333 1/F",q,3);
q = deltaT/2.0;
EXPECT_FALSE(q.isAbsolute());
testStreamOutput("7 F",q,0);
}