Please match the formulate (energy and/or mass balance) to the corresponding steady flow devices: A not well insulated nozzles by neglecting the potential energy change. An adiabatic turbine by neglecting the kinetic and potential energy change. A not well insulated compressor by neglecting the kinetic and potential energy change. An adiabatic mixing chamber with two inlets and one exit by neglecting the kinetic and potential energy change. An adiabatic throttling valve by neglecting the kinetic and potential energy change. Am₂h₁+m₂h₂=(m₁₂ + m₂) h z "₁+P₁"₁=u₂+P₂"2 (where v= B. C.W_+mh=Q+mh ₂ 1 in D.mh, E. =W out our+mh₂ N/NS m(h₂ + ₂² ) = Q + m(h₂+ - 1 1 out
Please match the formulate (energy and/or mass balance) to the corresponding steady flow devices: A not well insulated nozzles by neglecting the potential energy change. An adiabatic turbine by neglecting the kinetic and potential energy change. A not well insulated compressor by neglecting the kinetic and potential energy change. An adiabatic mixing chamber with two inlets and one exit by neglecting the kinetic and potential energy change. An adiabatic throttling valve by neglecting the kinetic and potential energy change. Am₂h₁+m₂h₂=(m₁₂ + m₂) h z "₁+P₁"₁=u₂+P₂"2 (where v= B. C.W_+mh=Q+mh ₂ 1 in D.mh, E. =W out our+mh₂ N/NS m(h₂ + ₂² ) = Q + m(h₂+ - 1 1 out
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Please match the formulate (energy and/or mass balance) to the corresponding steady flow devices:
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![**Matching Energy and Mass Balance Formulas with Steady Flow Devices**
Please match the formulas (energy and/or mass balance) to the corresponding steady flow devices:
1. **A not well insulated nozzle by neglecting the potential energy change.**
2. **An adiabatic turbine by neglecting the kinetic and potential energy change.**
3. **A not well insulated compressor by neglecting the kinetic and potential energy change.**
4. **An adiabatic mixing chamber with two inlets and one exit by neglecting the kinetic and potential energy change.**
5. **An adiabatic throttling valve by neglecting the kinetic and potential energy change.**
**Formulas:**
A. \[
\dot{m}_1 h_1 + \dot{m}_2 h_2 = (\dot{m}_1 + \dot{m}_2) h_3
\]
B. \[
u_1 + P_1 v_1 = u_2 + P_2 v_2 \quad (\text{where } v = \frac{1}{\rho})
\]
C. \[
\dot{W}_i + \dot{m}_h = \dot{Q}_{out} + \dot{m}_h
\]
D. \[
\dot{m}_h = \dot{w}_{out} + \dot{m}_h
\]
E. \[
\dot{m} \left( h_1 + \frac{v_1^2}{2} \right) = \dot{Q}_{out} + \dot{m} \left( h_2 + \frac{v_2^2}{2} \right)
\]
**Explanation:**
Each formula represents the conservation of energy and/or mass in a specific thermodynamic process involving steady flow devices. The equations assume ideal conditions by neglecting certain forms of energy changes, consistent with the operation of the described device under specified simplifications.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fb0188ec1-4b7d-45ed-9fc3-82bedc52633f%2Fe6d585a7-c1bc-49bc-a3e6-6ef2535500a8%2Ff9kr94f_processed.png&w=3840&q=75)
Transcribed Image Text:**Matching Energy and Mass Balance Formulas with Steady Flow Devices**
Please match the formulas (energy and/or mass balance) to the corresponding steady flow devices:
1. **A not well insulated nozzle by neglecting the potential energy change.**
2. **An adiabatic turbine by neglecting the kinetic and potential energy change.**
3. **A not well insulated compressor by neglecting the kinetic and potential energy change.**
4. **An adiabatic mixing chamber with two inlets and one exit by neglecting the kinetic and potential energy change.**
5. **An adiabatic throttling valve by neglecting the kinetic and potential energy change.**
**Formulas:**
A. \[
\dot{m}_1 h_1 + \dot{m}_2 h_2 = (\dot{m}_1 + \dot{m}_2) h_3
\]
B. \[
u_1 + P_1 v_1 = u_2 + P_2 v_2 \quad (\text{where } v = \frac{1}{\rho})
\]
C. \[
\dot{W}_i + \dot{m}_h = \dot{Q}_{out} + \dot{m}_h
\]
D. \[
\dot{m}_h = \dot{w}_{out} + \dot{m}_h
\]
E. \[
\dot{m} \left( h_1 + \frac{v_1^2}{2} \right) = \dot{Q}_{out} + \dot{m} \left( h_2 + \frac{v_2^2}{2} \right)
\]
**Explanation:**
Each formula represents the conservation of energy and/or mass in a specific thermodynamic process involving steady flow devices. The equations assume ideal conditions by neglecting certain forms of energy changes, consistent with the operation of the described device under specified simplifications.
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