AAE 450 – Spacecraft Design Sam Rodkey 1 Designing for Thermal Control Sam Rodkey February 14 th, 2005 Project Management Project Manager.

Slides:



Advertisements
Similar presentations
Use of Regeneration in Vapor Power Cycles
Advertisements

What is Thermal Energy?.
Heat Loss Calculator for a Stainless Steel Complex Pipe System By: Thomas Morris & Jacob Hannon.
Moisture to water converter. Out Line : Abstract Introduction Heat Pump Heat Pump Components Conclusion.
ME 210 Advanced Thermodynamics
Chapter 4 Mass and Energy Analysis of Control Volumes (Open Systems)
HVAC System Design PES Institute of Technology. Objective Goal: To develop an automotive air-conditioning system that is smaller and lighter than with.
Me 340 Project Ben Richards, Michael Plooster. -In many applications it is desirable to insulate a pipe in order to protect those working near it. -It.
Jacob Adams ME 340 Winter The Problem: Long complex boiling equations Numerous cases and different variations can be confusing Evaluation takes.
Vapor and Combined Power Cycles
Chapter 1 VAPOR AND COMBINED POWER CYCLES
Chemstations, Inc – Houston, TX – – An Overview of Process Simulation What is needed? What are the steps?
The Second Law of Thermodynamics
Internal Flow Calculator Melissa Armstrong Micah Christiansen.
Shaft Power Cycles Ideal cycles Assumptions:
Power Generation Cycles Vapor Power Generation The Rankine Cycle
Introduction to API Process Simulation
1 Operation of heat pump cycles Jørgen Bauck Jensen & Sigurd Skogestad Department of Chemical Engineering Norwegian University of Science and Technology.
Lecture Objectives: Finish heat pump example Review Psychrometrics
EGR 334 Thermodynamics Chapter 8: Sections 1-2
Pacific School Of Engineering. Guided By:- Asst.Prof.Vatsal patel Submitted by:-  Kotadiya Reshma :  Ladva Piyush : 
Thermodynamic Problem Solving 1 1. Sketch System & Boundary 2. Identify Unknowns (put them on sketch) 3. Classify the System (open, closed, isolated) 4.
1/22/05ME 2591 ME 259 Heat Transfer Lecture Slides IV Dr. Gregory A. Kallio Dept. of Mechanical Engineering, Mechatronic Engineering & Manufacturing Technology.
Water piping design.
Vapor and Combined Power Cycles (2)
Solar Energy Systems in the Eco-Village at the University of Manitoba
Introduction Topic: The Basic Ground Source Heat Pump Name: Matthew Stoangi Objective: To provide a clear understanding of the mechanics involved in the.
Heat Transfer Equations For “thin walled” tubes, A i = A o.
Lesson 8 SECOND LAW OF THERMODYNAMICS
Inputs/Givens 1.Volume of Ice (3.5 gal) 2.Density of Ice (736 kg/m 3 ) 3.Latent Heat of Ice, h sf (333.6 KJ/kg) 4.Melt time of 1 hour (3600 s) Constraints.
Review for Test Friday.
Lesson 22 BERNOULLI’S EQUATION
Moody Friction Factor Calculator By Robert Porter Justin Alder Justin Alder.
Principles of Solar Engineering D. Y. Goswami, F. Kreith, J. F. KreiderPrinciples of Solar Engineering Chapter 4: Thermal Energy Storage and Transport.
So Far: Conservation of Mass and Energy Pressure Drop in Pipes Flow Measurement Instruments Flow Control (Valves) Types of Pumps and Pump Sizing This Week:
ENGR 2213 Thermodynamics F. C. Lai School of Aerospace and Mechanical Engineering University of Oklahoma.
Last Time Where did all these equations come from?
Equation of motion for steady flow with friction and machines (i.e. pumps or turbines ) Recall (Energy per unit weight)
Objectives Heat exchangers Fluid mechanics (ducts and pitot tubes) Introduction to psychrometrics.
THERMAL ANALYSIS SUMMARY FOR LBNE-BLIP IRRADIATION TESTS P. Hurh 2/19/2010.
One Minute Paper Statics; reply. Fluid dynamics  Fluids in motion Pumps Fans Compressors Turbines Heat exchangers.
Heat Transfer Equations For “thin walled” tubes, A i = A o.
AAE 450 – Spacecraft Design Sam Rodkey 1 Active Thermal Control Design Sam Rodkey March 1 st, 2005 Project Management Project Manager.
Heat Transfer Su Yongkang School of Mechanical Engineering # 1 HEAT TRANSFER CHAPTER 11 Heat Exchangers.
Evaluation of a rate form of the equation of state L.H. Fick, P.G. Rousseau, C.G. du Toit North-West University Energy Postgraduate Conference 2013.
Bernoulli Equation – Pitot tube  Horizontal  Velocity at stagnation point is 0  Incompressible fluid  Steady state  Velocity as function of pressure.
Refrigeration and Cryogenics Maciej Chorowski Faculty of Mechanical and Power Engineering.
Dr. Owen Clarkin School of Mechanical & Manufacturing Engineering Summary of Energy Topics Chapter 1: Thermodynamics / Energy Introduction Chapter 2: Systems.
Heat Transfer Su Yongkang School of Mechanical Engineering # 1 HEAT TRANSFER CHAPTER 9 Free Convection.
Transferência de Energia e de Massa Energy and Mass Transfer Lecture 1: Introduction to the subject and to the course 1.
Refrigerants & Coolants Bartosz Zajaczkowski, PhD Lecture 2.
Date of download: 6/3/2016 Copyright © ASME. All rights reserved. From: Two-Phase Convective Cooling for Ultrahigh Power Dissipation in Microprocessors.
E.T.D PATEL DARSHAN EXERGY. Topics:  Exergy of closed system  Irreversibility  Gouy-Stodola theorem  Second Law Efficiency.
CASE STUDY : Solar Powered air conditioning as a solution to reduce environmental pollution in Tunisia.
Chapter 5 Part 2 Mass and Energy Analysis of Control Volumes Study Guide in PowerPoint to accompany Thermodynamics: An Engineering Approach, 8th edition.
Chapter 12B: PROPERTY TABLES, REFRIGERATION CYCLES AND HX 1) Boiling of pure substances: water and steam tables 2) Refrigerant tables 3) Binary mixtures.
First Law of Thermodynamics applied to Flow processes
HEAT EXCHANGERS Red Sea University Faculty of Engineering
HEAT EXCHANGER DESIGNPROJECT ME 414 Thermal Fluid System Design
Conservation of Mass and Energy
Lecture Objectives: Continue with Sorption Cooling
Date of download: 11/4/2017 Copyright © ASME. All rights reserved.
Chapter 5 The First Law of Thermodynamics for Opened Systems
TEM – Lecture 2 Basic concepts of heat transfer:
A simplified Flow Chart for Thermal Science
Condensers.
Members of project: Christian Brosch Andreas Maier Tamara Bubeck
ENERGY CONVERSION ES 832a Eric Savory
12. Heat Exchangers Chemical engineering 170.
Chapter 5: The Second Law of Thermodynamics
Presentation transcript:

AAE 450 – Spacecraft Design Sam Rodkey 1 Designing for Thermal Control Sam Rodkey February 14 th, 2005 Project Management Project Manager

AAE 450 – Spacecraft Design Sam Rodkey 2 MHV Heat Pump Cycle Design

AAE 450 – Spacecraft Design Sam Rodkey 3 MHV Active Thermal Control System  Calculated using cycle analysis in EES with R134 based on peak estimated heat loads.  Estimated Mass : 2000 kg (~1250 kg for radiators, 750 kg for support hardware and coolant, this represents 75% reduction in mass from previous estimates of the system)  Estimated Emitting Area: m 2 (Volume = ~ 5 m 3 )  Max Total Heat Rejected: 105 kW (at approx 350 K)  Max Total Heat Pumped from Interior : 80 kW (at approx 283 K, 50 F)  Max Total Power Consumed: 25 kW  System can be adjusted to deal with lower heat loading by lowering mass flow rate of coolant.  Future versions of this script will look at other coolant choices, more detailed heat exchanger analysis, piping head loss

AAE 450 – Spacecraft Design Sam Rodkey 4 What is this script doing? The program takes the following inputs:  Maximum ambient atmospheric temperature (T_inf)  Maximum desired temperature at the heat exchanger (T_max_evap)  Compressor pressure ratio (pratio)  Coolant fluid  Estimate of Radiator Material average density  Estimate of Radiator material thermal conductivity

AAE 450 – Spacecraft Design Sam Rodkey 5 What is the script doing? The program then performs the following algorithm:  Calculates weighted average atmospheric conditions based upon Mars atmospheric composition  Sets up vapor compression cycle constraint equations and calculates states with estimated coolant flow rates and heat transfer.  Relates those equations to an estimation of total radiator area and mass based upon free-convection correlations for vertical flat plates (a worst case heat transfer scenario).

AAE 450 – Spacecraft Design Sam Rodkey 6 Future additions to the script  Comprehensive study of different coolant choices  An analysis of the water cooling system  More detailed solution of radiative heat transfer  Effect of the Shape of the Fins/Radiators  Analysis of frictional effects and compressor requirements  Detailed low temperature heat exchanger design and sizing using NTU and LMTD relations.

AAE 450 – Spacecraft Design Sam Rodkey 7 References About EES  Engineering Equations Solver (EES) is an implicit equation solver which has fluid property information and thermo-physical functions that allow for optimization of cycles.  This program allows users to set cycle constraints that will implicitly to solve for states. References  Fundamentals of Heat and Mass Transfer by Incropera, Dewitt, Fourth Edition (ME 315 Text)  Fundamentals of Engineering Thermodynamics by Moran, Shapiro, Fifth Edition (ME 200, ME 300 Text)