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Objectives

Objectives. Learn about Cooling towers Cooling cycles . Cooling Tower. Similar to an evaporative cooler, but the purpose is often to cool water Widely used for heat rejection in HVAC systems Also used to reject industrial process heat. Cooling Tower. Solution.

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Objectives

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Presentation Transcript

  1. Objectives Learn about Cooling towers Cooling cycles

  2. Cooling Tower • Similar to an evaporative cooler, but the purpose is often to cool water • Widely used for heat rejection in HVAC systems • Also used to reject industrial process heat

  3. Cooling Tower

  4. Solution • Can get from Stevens diagram (page 272) • Can also be used to determine • Minimum water temperature • Volume of tower required • Can be evaluated as a heat exchanger by conducting NTU analysis

  5. Real World Concerns • We need to know mass transfer coefficients • They are not typically known for a specific direct-contact device • Vary widely depending on packing material, tower design, mass flow rates of water and air, etc. • In reality, experiments are typically done for a particular application • Some correlations are in Section 10.5 in your book • Use with caution

  6. Summary • Heat rejection is often accomplished with devices that have direct contact between air and water • Evaporative cooling • Can construct analysis of these devices • Requires parameters which need to be measured for a specific system

  7. Vapor Compression Cycle Expansion Valve

  8. Efficiency • First Law • Coefficient of performance, COP • COP = useful refrigerating effect/net energy supplied • COP = qr/wnet • Second law • Refrigerating efficiency, ηR • ηR = COP/COPrev • Comparison to ideal reversible cycle

  9. Carnot Cycle No cycle can have a higher COP • All reversible cycles operating at the same temperatures (T0, TR) will have the same COP • For constant temp processes • dq = Tds • COP = TR/(T0 – TR)

  10. Carnot Vapor-Compression Cycle • Figure 3.2

  11. Get Real • Assume no heat transfer or potential or kinetic energy transfer in expansion valve • COP = (h3-h2)/(h4-h3) • Compressor displacement = mv3

  12. Area Analysis of Work and Efficiency

  13. Comparison Between Single-Stage and Carnot Cycles

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