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#31
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Froggery above
In article , Bertie the
Bunyip says... Jim Logajan wrote in : Maxwell luv2^fly99@live.^com wrote: In article , Maxwell says... If you dislike being called a forger, then stop doing so. You are convicting yourself of lying every time you poast claim I'm forging you. Your name isn't Maxwell and you are obsessed up the gonzo. Maxwell doesn't understand we all already know how to distinguish your posts from his and he is obsessed up the gonzo. Could you post a guide? I'm a bit confused at times myself.. Maybe we start indexing them. Maxwell(1), Maxwell(2), Maxwell(3) etc. -- "Tis an ill wind that blows no minds" |
#32
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Froggery above
Maxwell luv2^fly99@live.^com wrote in
: In article , Bertie the Bunyip says... Jim Logajan wrote in : Maxwell luv2^fly99@live.^com wrote: In article , Maxwell says... If you dislike being called a forger, then stop doing so. You are convicting yourself of lying every time you poast claim I'm forging you. Your name isn't Maxwell and you are obsessed up the gonzo. Maxwell doesn't understand we all already know how to distinguish your posts from his and he is obsessed up the gonzo. Could you post a guide? I'm a bit confused at times myself.. Maybe we start indexing them. Maxwell(1), Maxwell(2), Maxwell(3) etc. That would confuse Maxwell. He can only count to two. Better leave it the way it is. Bertie |
#33
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For the real engineers here
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#34
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For the real engineers here
On Jun 26, 4:09 am, Uli wrote:
wrote: I'm thinking of a clean glider, one that might weigh 1500 pounds and has a glide angle of say 1 in 25. At 50 miles an hour, that would mean in an hour's time it might descend two miles (of course scale it reasonable numbers, I chose those for ease of calculation). That means it's losing about 1500 * 5280 * 2, or about 16 million foot pounds of energy an hour. Now if I add an engine swinging an 8 foot diameter prop, maybe as a pusher, the question is, how big an engine for cruise only? A horsepower is 550 foot lbs a second, or about 2 million foot pounds an hour. If all of that is correct, it suggests with a 50% efficient prop a little 16 horsepower engine could pretty much keep this thing at constant altitude. It passes the reasonableness test as far as I can see. Any serious disagreements? For those of you who do things in metric units? I went to school a long long time ago, and here in the US I can buy a little Briggs and Stanton (spelling?) engine with a horsepower rating, not a kilowatt one. well, seems to be correct. still, let me add some annotations: - i'd calculate directly using power instead of energy. the installed power you need is simply weight*sink speed/efficiency; in a formula: P = W*w/eta = m*g*v/(E*eta) with the glide ratio E = Lift/Drag, m the mass and g the gravitational acceleration - i prefer SI units, for the simple benefit tp be able to calculate without conversion factors. this eliminates a quite likely source of mistakes (ask NASA...). a few years ago, while working in the US, i failed to calculate the mass of a simple sheet of aluminum (don't laugh!); i had several numbers for the material's density, but none in the combination of units for volume and mass that i needed; so i decided it was safer to go via SI and convert the mass back to ounces... - the conversion hp-kW is simple: 1 kW = 1.34 hp (= 1.36 german PS) or roughly 4/3 hp cheers uli I wouldn't argue with you about using SI units in professional communications -- I do that all of the time -- but in this case I started out with English units and it was easy to stay within them. Also, and importantly, the question I asked was more easily understood by most pilots here, and the more useful answers came back in the same units. First rule of communication -- speak the language the spoken to are most likely to understand! It would have been fun to give the airspeed in furlongs per fortnight, or for the spectroscopically inclined, nm/sec. I do appreciate your comments, thanks. Now let's give the thread back to the little boys with their spray cans. |
#35
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For the real engineers here
On Jun 26, 4:09 am, Uli wrote:
wrote: I'm thinking of a clean glider, one that might weigh 1500 pounds and has a glide angle of say 1 in 25. At 50 miles an hour, that would mean in an hour's time it might descend two miles (of course scale it reasonable numbers, I chose those for ease of calculation). That means it's losing about 1500 * 5280 * 2, or about 16 million foot pounds of energy an hour. Now if I add an engine swinging an 8 foot diameter prop, maybe as a pusher, the question is, how big an engine for cruise only? A horsepower is 550 foot lbs a second, or about 2 million foot pounds an hour. If all of that is correct, it suggests with a 50% efficient prop a little 16 horsepower engine could pretty much keep this thing at constant altitude. It passes the reasonableness test as far as I can see. Any serious disagreements? For those of you who do things in metric units? I went to school a long long time ago, and here in the US I can buy a little Briggs and Stanton (spelling?) engine with a horsepower rating, not a kilowatt one. well, seems to be correct. still, let me add some annotations: - i'd calculate directly using power instead of energy. the installed power you need is simply weight*sink speed/efficiency; in a formula: P = W*w/eta = m*g*v/(E*eta) with the glide ratio E = Lift/Drag, m the mass and g the gravitational acceleration - i prefer SI units, for the simple benefit tp be able to calculate without conversion factors. this eliminates a quite likely source of mistakes (ask NASA...). a few years ago, while working in the US, i failed to calculate the mass of a simple sheet of aluminum (don't laugh!); i had several numbers for the material's density, but none in the combination of units for volume and mass that i needed; so i decided it was safer to go via SI and convert the mass back to ounces... - the conversion hp-kW is simple: 1 kW = 1.34 hp (= 1.36 german PS) or roughly 4/3 hp cheers uli I wouldn't argue with you about using SI units in professional communications -- I do that all of the time -- but in this case I started out with English units and it was easy to stay within them. Also, and importantly, the question I asked was more easily understood by most pilots here, and the more useful answers came back in the same units. First rule of communication -- speak the language the spoken to are most likely to understand! It would have been fun to give the airspeed in furlongs per fortnight, or for the spectroscopically inclined, nm/sec. I do appreciate your comments, thanks. Now let's give the thread back to the little boys with their spray cans. |
#36
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For the real engineers here
I wouldn't argue with you about using SI units in professional communications -- I do that all of the time -- but in this case I started out with English units and it was easy to stay within them. Also, and importantly, the question I asked was more easily understood by most pilots here, and the more useful answers came back in the same units. First rule of communication -- speak the language the spoken to are most likely to understand! my direct answer wasn't in another "language"; it was pretty straight, i think. the formula i suggested is independent of units; so it can used also if one calculates with imperial units. you asked for an answer by "real engineers"; that's what you got. i'm sorry if i confused anyone by giving additional information... |
#37
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Re Maxwell, Bertie's best little helper.
Liar.
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#38
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Froggery above
Liar. You're talking to yourself. |
#39
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For the real engineers here
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#40
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For the real engineers here
Sure bertie, cuz you know everyone, and you know everything.
You're damn near as smart as LeChaud. |
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