Develop a computer code (you can use any platform of your choice; MATLAB, C, Python, Excel etc.) that can simulate a constant volume combustion cycle. Use the programming flow explained in class notes (lecture 7, pages 11-12). Input parameters: Compression ratio: 10 and 14. Exhaust pressure, Pe: 100 kPa Manifold (inlet) temperature, Ta: 290 K Heat input: 2600 kJ/kg. Assume an ideal cycle with isentropic expansion and compression.

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Develop a computer code (you can use any platform of your choice; MATLAB, C, Python,
Excel etc.) that can simulate a constant volume combustion cycle. Use the programming flow explained in
class notes (lecture 7, pages 11-12).
Input parameters:
Compression ratio: 10 and 14.
Exhaust pressure, Pe: 100 kPa
Manifold (inlet) temperature, Ta: 290 K
Heat input: 2600 kJ/kg.
Assume an ideal cycle with isentropic expansion and compression.

Requirement: Develop a computer code (you can use any platform of your choice; MATLAB, C, Python,
Excel etc.) that can simulate a constant volume combustion cycle. Use the programming flow explained in
class notes (lecture 7, pages 11-12).
Input parameters:
Compression ratio: 10 and 14.
Exhaust pressure, Pe: 100 kPa
Manifold (inlet) temperature, Tạ: 290 K
Heat input: 2600 kJ/kg.
Assume an ideal cycle with isentropic expansion and compression.
Deliverables (minimum)
- The program file – original matlab, C, Excel ete file (size less than 10 MB).
- A report (single pdf file with a size less than 10 MB) consisting of:
o Plots of volumetric efficiency vs P/Pe, indicated fuel conversion efficiency vs P/Pe, exhaust
residual fraction vs P:/Pe, exhaust temperature vs P:/Pe for two different values of compression
ratio (re = 10 and re = 14)
where P; is inlet pressure with values 50 kPa, 75 kPa, 100 kPa, 125 kPa, 150 kPa. Note that
the last two values indicate supercharged operation.
o Discussion of the results
You are free to present other interesting results and discuss them.
Transcribed Image Text:Requirement: Develop a computer code (you can use any platform of your choice; MATLAB, C, Python, Excel etc.) that can simulate a constant volume combustion cycle. Use the programming flow explained in class notes (lecture 7, pages 11-12). Input parameters: Compression ratio: 10 and 14. Exhaust pressure, Pe: 100 kPa Manifold (inlet) temperature, Tạ: 290 K Heat input: 2600 kJ/kg. Assume an ideal cycle with isentropic expansion and compression. Deliverables (minimum) - The program file – original matlab, C, Excel ete file (size less than 10 MB). - A report (single pdf file with a size less than 10 MB) consisting of: o Plots of volumetric efficiency vs P/Pe, indicated fuel conversion efficiency vs P/Pe, exhaust residual fraction vs P:/Pe, exhaust temperature vs P:/Pe for two different values of compression ratio (re = 10 and re = 14) where P; is inlet pressure with values 50 kPa, 75 kPa, 100 kPa, 125 kPa, 150 kPa. Note that the last two values indicate supercharged operation. o Discussion of the results You are free to present other interesting results and discuss them.
Typical Cyele Analyn's
Input perametes
Pi
inlet pres ue
Ta
manibld Linlet) temp
re
Pe -
exhauft pregind
Bin
Ts (mar.teup)
or
{xr, Te
cre
rot
. Assme
Xr) rd
Te.
. Colculate TmeTi
• Work though he yle, calmlente
メr cne を.
Te, new - Te,old
Te,mew
Chech if
くも
PL°リメ
メ)r
il cot rqent!
Transcribed Image Text:Typical Cyele Analyn's Input perametes Pi inlet pres ue Ta manibld Linlet) temp re Pe - exhauft pregind Bin Ts (mar.teup) or {xr, Te cre rot . Assme Xr) rd Te. . Colculate TmeTi • Work though he yle, calmlente メr cne を. Te, new - Te,old Te,mew Chech if くも PL°リメ メ)r il cot rqent!
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