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#1
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Is there a reason an elecric motor with a backup gas or diesel generator
wouldn't work in aviation? Here's a concept car idea: http://www.gm.com/company/gm_exp_liv...?navID=3.0.1.1 |
#2
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solarsell wrote:
Is there a reason an elecric motor with a backup gas or diesel generator wouldn't work in aviation? Here's a concept car idea: http://www.gm.com/company/gm_exp_liv...?navID=3.0.1.1 with current technology, weight |
#3
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solarsell wrote:
Is there a reason an elecric motor with a backup gas or diesel generator wouldn't work in aviation? Its not the motor, its the batteries... Basic physics: with hydrocarbon fuels, you haul 1/14 of what it takes to stay aloft in the fuel tank, the other 13/14 comes out of the air around you... With electric vehicles, you haul or store ALL (14/14) of what it takes to stay airborne. |
#4
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wrote)
Its not the motor, its the batteries... Basic physics: with hydrocarbon fuels, you haul 1/14 of what it takes to stay aloft in the fuel tank, the other 13/14 comes out of the air around you... With electric vehicles, you haul or store ALL (14/14) of what it takes to stay airborne. 13/14 by volume or by weight? How much does the 15 minutes of air weigh - that you run through an (average) rotax engine? I'm using a 4 gph burn rate = 1 gallon per 15 minutes. 4,000 ft (MSL) ?? 1 gallon gasoline weighs approx. ......6 lbs. 15 minutes of air..................................? lbs. http://www.kodiakbs.com/2intro.htm Rotax 2-stroke info http://www.kodiakbs.com/4intro.htm Rotax 4-stroke info Montblack |
#5
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"Montblack" wrote in message
13/14 by volume or by weight? By weight. My O-320 cruises at around 2500RPM. That's 340 cubic inches * 2500 RPM * 60 Minutes per hour to arrive at about 400,000 gallons of air per hour. I used 128 cubic inches per gallon. I think that may be right. |
#6
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OOPS!!! 320 Cubic Inches.
"Steve Foley" wrote in message news:10vph.5008$us1.3147@trndny04... "Montblack" wrote in message 13/14 by volume or by weight? By weight. My O-320 cruises at around 2500RPM. That's 340 cubic inches * 2500 RPM * 60 Minutes per hour to arrive at about 400,000 gallons of air per hour. I used 128 cubic inches per gallon. I think that may be right. |
#7
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("Steve Foley" wrote)
My O-320 cruises at around 2500RPM. That's 340 cubic inches * 2500 RPM *60 Minutes per hour to arrive at about 400,000 gallons of air per hour. I used 128 cubic inches per gallon. I think that may be right. http://www.digitaldutch.com/unitconverter/ 1 gallon, liquid (US)... = 231 cubic inches 1 gallon, dry (US)........ = 269 cubic inches 128 oz per gallon g Montblack |
#8
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On Thu, 11 Jan 2007 12:01:14 -0600, "Montblack"
wrote: wrote) Its not the motor, its the batteries... Basic physics: with hydrocarbon fuels, you haul 1/14 of what it takes to stay aloft in the fuel tank, the other 13/14 comes out of the air around you... With electric vehicles, you haul or store ALL (14/14) of what it takes to stay airborne. 13/14 by volume or by weight? By mass. The air WEIGHS 1bout 15 times as much as the fuel. How much does the 15 minutes of air weigh - that you run through an (average) rotax engine? I'm using a 4 gph burn rate = 1 gallon per 15 minutes. 4,000 ft (MSL) ?? 1 gallon gasoline weighs approx. ......6 lbs. 15 minutes of air..................................? lbs. http://www.kodiakbs.com/2intro.htm Rotax 2-stroke info http://www.kodiakbs.com/4intro.htm Rotax 4-stroke info Montblack -- Posted via a free Usenet account from http://www.teranews.com |
#9
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![]() Montblack wrote: How much does the 15 minutes of air weigh - that you run through an (average) rotax engine? At 4 gallons per hour, the fuel rate is 6*4=24 pounds per hour. (aprox 60% power) The air / fuel ratio of gasoline engines is about 14 / 1, so the airflow rate would be 336 pounds of air per hour. At standard conditions, air weighs about 0.075 pounds per cubic foot, so the air flow rate expressed in cubic feet per minute would be 336/0.075/60=75 cfm. tom |
#10
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![]() Steve Foley wrote: My O-320 cruises at around 2500RPM. That's 340 cubic inches * 2500 RPM * 60 Minutes per hour to arrive at about 400,000 gallons of air per hour. I used 128 cubic inches per gallon. I think that may be right. Not to be picky, but there are 231 cubic inches in a gallon. Your engine is a four-stroke, so it will only displace it's volume in two revolutions, so you need to divide by two. The volumetric efficiency will depend on throttle setting, making the calculation more difficult. It is easier to go by way of fuel burn, since the proper ratio of fuel to air doesn't change much in a gas engine. See above for an example. tom |
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