Acceleration calculations...
Posted: 28 Jul 2011 22:13
I am having some problems figuring out the math for train acceleration.
I have a train that will weigh at most 1,457 tonnes. (loaded)
Using the calculations from the Wiki in regards to Tractive Effort (HERE) i can deduct that i need...
35 * 1,457 = 50,995 = 51 kN of TE to get it moving.
My train has 316 kN MAX. TE so it does move, kinda slowly.
The trains maximum speed is 201 km/h (56 m/s) so i can deduct that i need...
51 * 56 = 2,847 kW of power to get it to max speed.
My train has 10,119 hp (7,443 kW) of power. More than enough to reach the max speed, which it does... In 123 tiles after having passed one down slope and one up slope. (10% grade)
It has 21 wagons and one engine.
To re-iterate:
Consist weight: 1,457 tonnes
Power: 10,119 hp (7,443 kW)
Max TE: 316 kN
Max Speed: 201 km/h
Total parts (wagons and engine): 1+21 = 22 (Matters in air resistance calculations.)
I have first tried the math for acceleration from THIS wiki page. But i realized it is either very old or i just can't put it to good use since i fail at doing the math. (And i backtraced the source to a topic from 2008-ish.)
I then downloaded the source and went through the calculations in there. I kinda managed to get some reasonable numbers out of it in an excel sheet but the speed values increased way too fast so i still failed.
My question therefore is... Is there an upgraded formula or could someone be so kind as to come up with one that is easy to use? I doesn't have to be 100% accurate, the purpose for it is for me to determine what the gains will be if i add another locomotive to the train.
Oh, and before you go nuts about me running a heavy freight train at 201 km/h (124 mph, almost the same as an HST) which isn't "realistically" possible.... I am running a 2cc nightly and it doesn't have wagon speed limits for freight cars. Only passenger cars. Either way, i am happy i can go fast... I know it's not "cool".
I have a train that will weigh at most 1,457 tonnes. (loaded)
Using the calculations from the Wiki in regards to Tractive Effort (HERE) i can deduct that i need...
35 * 1,457 = 50,995 = 51 kN of TE to get it moving.
My train has 316 kN MAX. TE so it does move, kinda slowly.
The trains maximum speed is 201 km/h (56 m/s) so i can deduct that i need...
51 * 56 = 2,847 kW of power to get it to max speed.
My train has 10,119 hp (7,443 kW) of power. More than enough to reach the max speed, which it does... In 123 tiles after having passed one down slope and one up slope. (10% grade)
It has 21 wagons and one engine.
To re-iterate:
Consist weight: 1,457 tonnes
Power: 10,119 hp (7,443 kW)
Max TE: 316 kN
Max Speed: 201 km/h
Total parts (wagons and engine): 1+21 = 22 (Matters in air resistance calculations.)
I have first tried the math for acceleration from THIS wiki page. But i realized it is either very old or i just can't put it to good use since i fail at doing the math. (And i backtraced the source to a topic from 2008-ish.)
I then downloaded the source and went through the calculations in there. I kinda managed to get some reasonable numbers out of it in an excel sheet but the speed values increased way too fast so i still failed.
My question therefore is... Is there an upgraded formula or could someone be so kind as to come up with one that is easy to use? I doesn't have to be 100% accurate, the purpose for it is for me to determine what the gains will be if i add another locomotive to the train.
Oh, and before you go nuts about me running a heavy freight train at 201 km/h (124 mph, almost the same as an HST) which isn't "realistically" possible.... I am running a 2cc nightly and it doesn't have wagon speed limits for freight cars. Only passenger cars. Either way, i am happy i can go fast... I know it's not "cool".