h2odesperado
Pin it to win it
- Location
- Charlotte, NC
how much hp do the pump and midshaft bearings suck away? They've gotta really leech.
I wish you had a few extra pipes to throw on there really fast just to see how the numbers change.
Yeah I'd love to see a comparison of the following chambers:
Limited
Mod
Blaster Mod
TNT
Someone send this guy some chambers and a case of beer so we can find out which chamber really is better on a highly modified motor.:biggthumpup:
That's freakin' sweat looking. :cool2:
You will get a few more HP with those carbs mounted with the fuel pumps on the outside. :biggrin:
Whats the idea behind this?
On the dyno I would have to say no, with the cabs mounted with the diaphragm plates on the outside.Don't you have to remove the carbs for rejetting anyways?
I'm also anxious to hear the results. I've never had the opportunity to dyno my motors, but would like to get an idea where mine stand.
I've heard claims of these 701-based motors making 200+hp.
Here's a thread with a Jr. Magoo (now LPW) motor claiming 159hp:
http://www.pwctoday.com/showthread.php?t=52908
What's really interesting is that in this month's Watercraft World magazine on p.42, there is a writeup of the EME800 (Malone) Polaris claiming 150hp. I'm surprised that it is only 150hp considering the price of the EME800.
HP isn't everything. Torque plays a big role, and target RPM.
Horsepower = (Torque x RPM) / 5252
Didn't want to go into radians and such. Sorry.
5252 is the rpm at which both HP and TQ are the same
But where does the number 5,252 come from?
To get from pound-feet of torque to horsepower, you need to go through a few conversions. The number 5,252 is the result of lumping several different conversion factors together into one number.
First, 1 horsepower is defined as 550 foot-pounds per second (read How Horsepower Works to find out how they got that number). The units of torque are pound-feet. So to get from torque to horsepower, you need the "per second" term. You get that by multiplying the torque by the engine speed.
But engine speed is normally referred to in revolutions per minute (RPM). Since we want a "per second," we need to convert RPMs to "something per second." The seconds are easy -- we just divide by 60 to get from minutes to seconds. Now what we need is a dimensionless unit for revolutions: a radian. A radian is actually a ratio of the length of an arc divided by the length of a radius, so the units of length cancel out and you're left with a dimensionless measure.
You can think of a revolution as a measurement of an angle. One revolution is 360 degrees of a circle. Since the circumference of a circle is (2 x pi x radius), there are 2-pi radians in a revolution. To convert revolutions per minute to radians per second, you multiply RPM by (2-pi/60), which equals 0.10472 radians per second. This gives us the "per second" we need to calculate horsepower.
Let's put this all together. We need to get to horsepower, which is 550 foot-pounds per second, using torque (pound-feet) and engine speed (RPM). If we divide the 550 foot-pounds by the 0.10472 radians per second (engine speed), we get 550/0.10472, which equals 5,252.
So if you multiply torque (in pound-feet) by engine speed (in RPM) and divide the product by 5,252, RPM is converted to "radians per second" and you can get from torque to horsepower -- from "pound-feet" to "foot-pounds per second."
How did you arrive at that?
Doug