Heat radiated from an diesel Engine

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Discussion Overview

The discussion focuses on calculating the quantity of heat radiated from a diesel engine, exploring various methods and assumptions involved in the calculation. Participants consider factors such as engine efficiency, heat loss through different components, and the specific context of generator room ventilation.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested
  • Mathematical reasoning

Main Points Raised

  • One participant seeks a formula based on brake horsepower (BHP) to calculate heat radiated from a diesel engine and asks about necessary assumptions and factors to consider.
  • Another participant questions whether the focus is on heat radiated into the engine room or total heat lost through various means, such as cooling water and exhaust.
  • A method is proposed where radiated heat is calculated as the heat to fuel minus heat to power, exhaust, coolant, intercooler, and oil, suggesting the use of the Stefan-Boltzmann Law for more precise calculations.
  • Some participants suggest using engine efficiency and dyno measurements to estimate heat generation, while acknowledging the crude nature of this representation.
  • Concerns are raised about measuring heat lost through exhaust, emphasizing the need for mass flow rate data and the challenges associated with obtaining accurate measurements.
  • Disagreement arises regarding the necessity of certain parameters for calculating heat to exhaust and water, with some participants asserting that simpler measurements can suffice.
  • One participant mentions using a "carbon in = carbon out" method for calculations, while others discuss the variability of methods based on available resources.
  • A participant expresses the need to calculate radiated heat specifically for generator room ventilation, seeking clarity on the heat liberated from the engine surface.
  • Several participants suggest that around 5% of the rated power can be considered as heat radiated from the engine, while others provide formulas for calculating heat rejected by the alternator.
  • Questions arise about specific values in formulas, such as the significance of "42.5" in a heat rejection formula, and whether fan losses should be included in calculations.

Areas of Agreement / Disagreement

Participants express differing views on the methods and parameters necessary for calculating heat radiated from a diesel engine. There is no consensus on a single approach, and multiple competing models and perspectives remain throughout the discussion.

Contextual Notes

Participants highlight limitations in measurement techniques and the need for specific data, such as mass flow rates and calorific values, which may vary based on fuel type and engine conditions. The discussion reflects a range of assumptions and conditions that could affect the calculations.

Who May Find This Useful

Engineers, technicians, and students interested in thermodynamics, engine performance, and heat transfer in diesel engines may find this discussion relevant.

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Can anybody help me how to calculate the quantity of heat radiated from an diesl engine. any formula based on BHP?

what are the assumptions that i need to make?

what are the factors that i need to consider whilem calculating the heat radiated from an diesel engine
 
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Do you mean the heat actually radiated from the engine into the engine room, or the total heat lost from the engine via cooling water, up the exhaust stack etc?
 
Radiated heat is the heat to fuel, minus the heat to power (don't forget your ancillaries), minus the heat to exhaust, minus the heat to coolant, minus the heat to intercooler (if fitted), minus the heat to oil.

Alternatively you can try and calculate it based on the Stefan Boltzmann Law (sum up all the radiated heats for components with a known surface temperature and area).

If you want accurate figures, use the first method. You should find it's 3-10% of heat to fuel.
 
You could use engine efficiency if you have a dyno. X amount of energy goes into the engine, Y power comes out to dyno, Z power is used to drive accessories.

Heat generation = X - Y - Z

That is a really crude representation, but those values are easier to find.
 
Cstoos, your method won't give you radiated heat.
 
True, but radiated heat is not an easy task.

Measuring heat lost through exhaust is not just a measurement of temperature, but requires you to know the mass flow rate, which is not an easy number to find without emissions equipment. The fuel H/C ratio also needs to be tested.

Heat to water can be measured decently if you know the exact volume, the flow rate, the pump efficiency, the radiator efficiency, and the loss due to radiation from the piping.

The same thing goes for oil.

I would say the best bet is to measure directly in some sort of insulated control volume where as many other variables (i.e., exhaust piping, water piping) are eliminated.
 
Sorry again Cstoos, that's bobbins.

Heat to exhaust does require an exhaust mass flow rate, but this doesn't require emissions equipment at all. You just need combustion air flow and fuel consumption (both basic measurements). Fuel H/C ratio is also not required, as this is a Diesel engine an assumption for calorific value (say 46MJ/kg if Diesel fuel) you'll easily be within a percent of heat to exhaust. Specific heat capacity for exhaust gas at a known temperature is easy given the AFR as above.

For heat to water, all you need is the flow rate and temperature difference, and to know the working fluid. The parameters you quoted (volume, pump efficiency, rad efficiency and pipe losses) are irrelevant. The same goes for oil.

May I ask where you're getting your information from?
 
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Most of what I deal with is http://ecfr.gpoaccess.gov/cgi/t/text/text-idx?c=ecfr&sid=185cd2f98508ccae0f7a30e59baed0c7&rgn=div5&view=text&node=40:20.0.1.1.3&idno=40" .


When I was referring the H/C ratio of the fuel I meant that in order to calculate the mass flow rate from the exhaust emissions it is needed. There are standard values that can be used for this, but that changes with the fuel (just because it is a diesel engine doesn't mean it is running on diesel alone). For accuracy, it is best to test.

I will concede the water and oil factors to you though. It is not quite as easy as that to measure on the engines I work on, so I dismissed it when I probably shouldn't have. I apologize.

Anyways, every engineer has different methods depending on what they have at their disposal. I use the "carbon in = carbon out" method and have always shied away from the "mass in=mass out" method because of previous experiences, but if you can get it to work, then good.
 
Last edited by a moderator:
Jobrag said:
Do you mean the heat actually radiated from the engine into the engine room, or the total heat lost from the engine via cooling water, up the exhaust stack etc?

mr jobrag. i am dealin with genrator room/canopy ventilation. for that i need to consider the radiated heat from a diesel engine surface. so that i can calculate the total air required for a genrator. i the quantity o heat from other sources like alternator. i just need what quantity of heat is liberated from a diesel engine through radiation into generator room
 
  • #10
The generator part is easy, about 5% of the rated power is the maximum that you’ll get out.
For the engine I'd start by assuming that all the engine was at the temperature of the cooling water outlet calculate (or estimate) the total area of the engine, think about what the maximum and minimum (summer winter) air temperatures flowing across the engine would be and plug all the numbers into the relevant calculation then multiply the answer by 1.5.
Alternatively I'd write to the manufacturers and ask "how much heat will your engine radiate at full power?"
 
  • #11
The engine will radiate, at worst, around 10% of the amount of energy you're putting in as fuel.

The alternator will be between 85% and 97% efficient depending on its size (the bigger the better), the rest will be radiated.
 
  • #12
brewnog said:
The engine will radiate, at worst, around 10% of the amount of energy you're putting in as fuel.

The alternator will be between 85% and 97% efficient depending on its size (the bigger the better), the rest will be radiated.

hello brewnog,

i have got a formula to calculate radiated heat from alternator,

heat rejected by alternator to ambient = (1-efficiency) X ENGINE BHP X 42.5

in this formula i am not able to understand the value "42.5 " stand for ??

why this is considered any guess?

is that above mentined formula works fro my consideration (GENSET room ventilation)
 
  • #13
Jobrag said:
The generator part is easy, about 5% of the rated power is the maximum that you’ll get out.
For the engine I'd start by assuming that all the engine was at the temperature of the cooling water outlet calculate (or estimate) the total area of the engine, think about what the maximum and minimum (summer winter) air temperatures flowing across the engine would be and plug all the numbers into the relevant calculation then multiply the answer by 1.5.
Alternatively I'd write to the manufacturers and ask "how much heat will your engine radiate at full power?"

so yopu are saying,,,, 5 % rated power can be considered as heat radiated from an diesel engine.

heat rejected by engine (BTU/MIN) = 5% fuel consumption(lt/hr) X spe gravity of diesel X calorific value/3600 X 237.94

is this formula true??

is that i need to consider the FAN loss in BHP (in above formula) for a radiator coooled engine?
 

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