HP to spin the fan in a VW type 1 air cooled engine?

Click For Summary

Discussion Overview

The discussion revolves around the power requirements of the fan in a VW Type 1 air-cooled engine, particularly when airflow is obstructed. Participants explore theoretical and experimental approaches to understand the relationship between fan operation, pressure differentials, and power consumption under various conditions.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested
  • Experimental/applied

Main Points Raised

  • Some participants suggest that when the fan is spinning but airflow is blocked, the power required to maintain pressure differentials is a complex issue that may not have a straightforward analytical answer.
  • One participant proposes an analogy using a vacuum cleaner to illustrate how blocking airflow affects motor RPM and fan load, noting that the fan speed may increase until it reaches an equilibrium state.
  • Another participant mentions that the power required at zero flow through the fan can vary significantly based on the fan's design, specifically the shape, number, and angle of the blades, and suggests that experimental data is necessary for accurate assessment.
  • Some participants express skepticism about claims of zero power consumption at zero flow, indicating that while theoretically possible for an ideal fan, real-world conditions may differ.
  • There is discussion about the torque required by the fan when airflow is obstructed, with some arguing that the torque decreases, which could lead to changes in RPM and power consumption depending on the engine's idle air control system.
  • One participant highlights the importance of considering torque and RPM together when discussing power, noting that the same drop in torque can lead to different power reductions at varying RPMs.

Areas of Agreement / Disagreement

Participants generally do not reach a consensus on the power requirements of the fan under blocked flow conditions. Multiple competing views remain, particularly regarding the implications of airflow obstruction on fan performance and power consumption.

Contextual Notes

Limitations include the dependence on specific fan characteristics and the complexity of accurately modeling the system without experimental data. The discussion also reflects varying interpretations of how airflow blockage affects fan operation in practical scenarios.

scotty c
Messages
7
Reaction score
1
the vw type 1 engine comes with flaps that close when the engine is cold. i know the flow through the fan doesn't completely stop but for the sake off argument let's assume that is does. the fan is spinning but there is no flow. what power is required to maintain the pressure differential between intake and output sides of the fan?
 
Engineering news on Phys.org
Here's an experiment you can do at home: Block the nozzle of your vacuum cleaner, what happens to the motor RPM? So what must be happening to the load on the fan?
 
billy_joule said:
Block the nozzle of your vacuum cleaner, what happens to the motor RPM? So what must be happening to the load on the fan?
ok, the flow stops. the fan speed increases. the fan speed reaches equilibrium. the air in the vicinity of the fan starts to get really really hot and then plastic fan and the plastic housing melt all because the fan is still sucking up power.
 
So what's the answer to my second question?
I don't think your initial question has a reasonable analytical answer. Maybe via CFD but my experience of CFD software is that modelling a blocked fan at constant rpm and determining shaft torque would be incredibly difficult/produce inaccurate results. An experiment would be easier.
 
after doing some more research, here's what I've found. the blocked flow power depends on the shape, number and angle of the blades (not speed). do the calcs and then throw it out the window because the only way to know for sure is to experiment. so much for a "reasonable analytical answer". i started going to fan manufacturer web sites and over and over again found what they call a fan characteristic performance curve that is independent of the speed. the power at zero flow through the fan (vw type 1 fan is a backward inclined flat blade variant) is typically about 50 percent of peak power at that speed. the range was 60% to 40% with one chart running down to about 20%. i figure the vw fan isn't designed for low power consumption at low flow so in the discussion I'm having with others at thesamba vw forum I'm going to go with 50% of peak power. there is a guy who has worlds of experience and knows a good bit about these old vws who posts on the site all the time. most of what he says is fantastic but then every now and then he just blows something like his claim of zero power at zero flow.
 
billy_joule said:
So what's the answer to my second question?
sorry, forgot to answer this. in the case of the vacuum. let's see. the motor is set up to run at a particular power. the fan speeds up until that power is still being utilized. so fan load remains the same.

this vacuum plugged analogy just isn't right though. the vw fan isn't going to speed up when it's flow is stopped.

i'm not done with this topic yet though. i have flow data for the fan from 1000 to 10000 rpm. i don't have pressure data. so I'm struggling with a way of estimating what that pressure is. if i can get estimated pressure combined with actual flow then i can (i think) get a pretty accurate estimated power consumption for the fan. my real goal is to get the power. this zero flow thing is just nit picking with that other samba poster.
 
scotty c said:
so much for a "reasonable analytical answer".
Yep, that's what I said :wink:
billy_joule said:
I don't think your initial question has a reasonable analytical answer.

scotty c said:
most of what he says is fantastic but then every now and then he just blows something like his claim of zero power at zero flow.

Yes, that's the simple answer for an ideal fan. There's no flow so no work is done on the air so no power is consumed.

Fan Power = Change in pressure * volumetric flow rate
http://www.engineeringtoolbox.com/fans-efficiency-power-consumption-d_197.html

scotty c said:
sorry, forgot to answer this. in the case of the vacuum. let's see. the motor is set up to run at a particular power. the fan speeds up until that power is still being utilized. so fan load remains the same.
this vacuum plugged analogy just isn't right though. the vw fan isn't going to speed up when it's flow is stopped.
It's not perfect but it clearly shows that blocking the flow path reduces the required shaft torque
In the case of the vacuum, the reduction in torque load will lead to an increase in RPM to maintain about the same power level, in the case of the VW, where RPM is fixed by the idle air control valve, reducing the torque load will result in a proportional reduction in power consumption via
P = Tω (Power = Torque * rotational velocity)
That is, your air control valve will close a tiny amount as less air will be required to maintain the idle RPM.

You could set up a simple experiment on your VW, disconnect your idle air valve, turn off all auxiliaries, open and close the fan flaps and note the change in RPM due to the change in load. Now, try to replicate that RPM change with a known, measurable load, this may involve switching your headlights (or on and measuring the current flow, which, along with alternator efficiency will give you the torque load. Or maybe have the car in gear, on blocks, measure brake line pressure required for the RPM change, calc brake torque load from that etc There's probably better ways, I don't know much about cars.
 
scotty c said:
we are on the same page but I'm on the front and you're on the back.
OK. best of luck.
 
  • #10
The bottom line is that the fan requires less torque when the flaps are blocked. How much depends on many things, mostly how much leakage there is in the flaps. I don't like to use power in cases like this because it clouds the issue. Power is velocity dependent. For example, if the torque required drops from 10 to 1 (avoiding units) at 1,000 RPM the power reduction is 1/2 the power reduction if torque drops from 10 to 1 at 2,000 RPM. Same drop in torque, different power.
 

Similar threads

Replies
6
Views
7K
Replies
5
Views
3K
  • · Replies 15 ·
Replies
15
Views
4K
Replies
18
Views
3K
  • · Replies 4 ·
Replies
4
Views
14K
  • · Replies 6 ·
Replies
6
Views
9K
  • · Replies 3 ·
Replies
3
Views
7K
Replies
25
Views
5K
  • · Replies 45 ·
2
Replies
45
Views
7K
  • · Replies 15 ·
Replies
15
Views
8K