Airflow to Engine: What Happens if Air In Manifold < Cylinder?

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Discussion Overview

The discussion revolves around the implications of airflow dynamics in an engine's intake manifold, particularly when the airflow to the manifold is less than that entering the cylinder. Participants explore the concept of negative pressure in the manifold, its relation to absolute pressure, and the modeling of engine behavior in simulation software like Simulink.

Discussion Character

  • Technical explanation
  • Conceptual clarification
  • Debate/contested
  • Mathematical reasoning
  • Experimental/applied

Main Points Raised

  • Some participants inquire about the meaning of negative pressure in the intake manifold and its implications for engine performance.
  • There is a discussion about the distinction between absolute pressure and gauge pressure, with some noting that negative pressure indicates a vacuum condition.
  • One participant clarifies that a negative rate of change in pressure does not imply that absolute pressure is negative, emphasizing the importance of understanding physical limits in modeling.
  • A participant describes a scenario where a control valve is used to restrict airflow to the engine under overload conditions, leading to a simulation issue where the engine speed is reported as negative.
  • Another participant suggests that linear equations may not adequately capture the nonlinear nature of physical processes, proposing that a lower limit on manifold pressure should be considered in simulations.
  • Participants discuss alternative methods to disable engine operation, such as modifying ignition or fuel injection systems, with varying levels of detail provided on implementation.

Areas of Agreement / Disagreement

Participants express differing views on the implications of negative pressure and the modeling of engine behavior. There is no consensus on the best approach to address the simulation issues or the design of control mechanisms for engine operation.

Contextual Notes

Limitations include the potential misunderstanding of pressure dynamics and the application of linear models to inherently nonlinear systems. The discussion also highlights the need for careful consideration of physical constraints in engineering models.

Who May Find This Useful

This discussion may be of interest to those involved in automotive engineering, engine design, and simulation modeling, particularly in the context of airflow dynamics and control systems.

amare
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What-will-happen-if-the-air-entering-to-the-intake-manifold-is-smaller-than-the-air-entering-the-cylinder-from-the-manifold?
the following expression is the rate of change of the manifold pressure interms of the mass flowing to the manifold and the mass of air flowing to the cylinder from the manifold. if the air flow to the manifold is zero the manifold pressure will be negative. what does it mean having a negative pressure?
 

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why-do-you-put-dashes-in-between-words?
 
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Are you not familiar with 'absolute pressure' versus 'gage pressure' ?

amare said:
what does it mean having a negative pressure?

All it means is 'absolute pressure' inside the manifold is less than outside it.
That's why most people call it 'manifold vacuum' instead.
1558434238426.png

Were there no vacuum what would make air flow into the manifold ?
 
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phinds said:
why-do-you-put-dashes-in-between-words?
you also put dashes between words... why you did that ?
 
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amare said:
you also put dashes between words... why you did that ?
You might want to give that some thought
 
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amare said:
if the air flow to the manifold is zero the manifold pressure will be negative.
Actually your expression is telling you the rate of change of pressure is negative, not the pressure itself.

243953

It's P with a dot above, not just P.
When there's no more air to pump out of the manifold pressure inside it will stop decreasing, of course.

There cannot be an absolute pressure less than zero .
That's why we have to be careful in using formulas , so we don't try to apply them beyond the natural limits imposed on them by Mother Nature..

old jim
 
jim hardy said:
Actually your expression is telling you the rate of change of pressure is negative, not the pressure itself.

View attachment 243953
It's P with a dot above, not just P.
When there's no more air to pump out of the manifold pressure inside it will stop decreasing, of course.

There cannot be an absolute pressure less than zero .
That's why we have to be careful in using formulas , so we don't try to apply them beyond the natural limits imposed on them by Mother Nature..

old jim
oh i noticed it is the rate of pressure that is negative ! thank you very much ... please help me ! i am modeling and engine in simulink. under normal condintion every thing goes ok with the model on simulink. but I want to design a control valve to be installed between the throttle body and the intake manifold to restrict the flow of air when the vehicle is overloaded ( passenger over loaded for example). so if the vehicle is over loaded (than the required), the airflow to the engine will be blocked by the valve ( not by the butterfly valve in the throttle body) even if the driver press the gas pedal and open the butterfly valve in the throttle body. that means airflow to the intake manifold will be blockd and the engine is expected to stop ! . but in the simulink model the engine speed is not zero. it is negative valve …… because the above equation has a negative valve since the rate of air flow to the manifold is zero ( blocked by the control valve). that is my problem ... the engine model is like in the link below . but i added a control valve model in the throttle and manifold submodel to control airflow. the simulation gives me negative engine speed
https://ch.mathworks.com/help/slcontrol/examples/linearization-of-an-engine-speed-model.html
 
amare said:
you also put dashes between words... why you did that ?
He was gently telling you that it is obnoxious to put in dashes like that. Please do not do that -- it make is harder to read what you write, which means fewer people will bother to read your question and respond. Thanks for not doing it in the future. :smile:
 
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Yes that's the trouble with linear equations they don't recognize natural limits that make physical processes nonlinear.

I am unfamiliar with Simulink.
Were i doing this in Fortran i would place a lower limit on manifold pressure.
An engine (or any other single stage piston pump) cannot reduce manifold pressure to less than
(its discharge pressure) divided by (its compression ratio),
you should think for a while why that is so.

So that places a lower bound on your manifold absolute pressure and it is a positive value.

old jim
 
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amare said:
the engine is expected to stop

What about disabling the ignition or fuel injectors? That would be a simple electrical change rather than adding mechanical parts.

BoB
 
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rbelli1 said:
What about disabling the ignition or fuel injectors? That would be a simple electrical change rather than adding mechanical parts.

BoB
How? do you have any method to do that please?
 
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That depends on the engine. On small magneto type ignition systems there is often a lead that when connected to ground (the engine block for example) the ignition stops functioning. If not then you need to somehow electrically isolate it from the engine and your kill switch will re-make that contact to allow ignition.

If it uses an ignition coil you can disconnect one side of the coil and it will not work anymore.

For diesel engines you need to stop the flow of fuel. This is similar to the ignition coil disconnection method except you break the electrical continuity on the injectors. You may have to disable the injectors on an injected gasoline engine to avoid backfiring.

Except for the magneto kill wire these are all fairly high current devices so you will probably want to use a relay.

BoB
 
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