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In cars, weight matters most in acceleration and doesn't matter in any significant amount with modern tires in cruise. Speculate please: 1. Two 3,600 lb cars - good tires 2. Traveling 60 mph (no wind) 3. 4cly - 150 hp (Honda Accords) 3. Flat highway in North Dakota 4. Fuel flow meters hooked up to both vehicles (Honda #1) Driver ................ 105 lbs Fuel .................... 15 lbs TOTAL .............. 120 lbs (1/30th of 3,600 lb car) (Honda #2) Driver ................. 300 lbs Passengers ........ 700 lbs Luggage ............. 100 lbs Fuel ................... 100 lbs TOTAL ............. 1,200 lbs (1/3 of 3,600 lb car) ....BTW, BTDT! g If both vehicles were monitored for 50 miles, would their fuel flow be (approx) the same, in cruise? Paul-Mont |
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![]() "Dan Luke" wrote Pardon the intrusion on this interesting discussion, but just how *does* added weight in a car impose extra load on the powerplant besides via bearing friction and tire deformation? It isn't. He failed to include bearing resistance (only tire deformation) in the original assessment of increased rolling resistance. -- Jim in NC |
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In rec.aviation.piloting Morgans wrote:
"Dan Luke" wrote Pardon the intrusion on this interesting discussion, but just how *does* added weight in a car impose extra load on the powerplant besides via bearing friction and tire deformation? It isn't. He failed to include bearing resistance (only tire deformation) in the original assessment of increased rolling resistance. I didn't include it because the increase in wheel bearing friction (the only bearing friction effected by weight) is negligable in modern vehicles. The total bearing friction, i.e. all the bearings in the vehicle is around 10% of the total drag forces trying to slow a car. Adding a little weight to a 2000 to 3000 pound car causes an insignificant change in the wheel bearing friction. -- Jim Pennino Remove .spam.sux to reply. |
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