Energy Balance Relation (Closed System) - correct_answE in - E out =
delta E
Spacial Relativity Theorem - correct_answE=mc^2
mass flow rate equation - correct_answthe amount of mass flowing
through a cross section per unit time
m = ro Vavg Ac
Mass/Volume flow rate relationship - correct_answm = pv =
V/v(specific)
volume flow rate equation - correct_answthe volume of a fluid flowing
through a cross section per unit time
, V = Vavg Ac = V Ac = int(Vn dAc)
mass balance equation - correct_answMin - Mout = deltaMcv
Normal Velocity equation - correct_answVn = VcosTheta = V dotprod n
Differential Mass Flow Rate Equation - correct_answdM = ro Vn dA =
ro(VcosTheta)dA = ro(V dotprod n)dA
Steady Flow Mass Equations - correct_answm1(rate) = m2(rate)
P1 V1 A1 = P2 V2 A2
Steady In-compressible Flow Equations - correct_answV1(rate =
V2(rate)
V1 A1 = V2 A2
flow work equation - correct_answW = F L = P A L = PV
Flow Energy - correct_answF = P(fluid pressure) A
delta E
Spacial Relativity Theorem - correct_answE=mc^2
mass flow rate equation - correct_answthe amount of mass flowing
through a cross section per unit time
m = ro Vavg Ac
Mass/Volume flow rate relationship - correct_answm = pv =
V/v(specific)
volume flow rate equation - correct_answthe volume of a fluid flowing
through a cross section per unit time
, V = Vavg Ac = V Ac = int(Vn dAc)
mass balance equation - correct_answMin - Mout = deltaMcv
Normal Velocity equation - correct_answVn = VcosTheta = V dotprod n
Differential Mass Flow Rate Equation - correct_answdM = ro Vn dA =
ro(VcosTheta)dA = ro(V dotprod n)dA
Steady Flow Mass Equations - correct_answm1(rate) = m2(rate)
P1 V1 A1 = P2 V2 A2
Steady In-compressible Flow Equations - correct_answV1(rate =
V2(rate)
V1 A1 = V2 A2
flow work equation - correct_answW = F L = P A L = PV
Flow Energy - correct_answF = P(fluid pressure) A
