I'd appreciate any help you math smart guys can give me on this...
Situation: A trackhoe weighing 20 tons is on top of a flatbed trailer and heading east on Interstate 70 near Hays, Kansas. The extended shovel arm is made of
A36 steel and the approaching overpass is made of commercial-grade concrete, reinforced with 1 1/2 inch steel rebar on 6-inch centers in a crisscross pattern layered at 1 foot vertical spacing.
Problem to Solve: When the shovel arm hits the overpass, how fast does the vehicle have to be traveling to slice the bridge in half? (Assume no effect for headwind and no braking by the driver...)
Extra Credit: Solve for the time and distance required for the entire rig to come to a complete stop after hitting the overpass at the speed calculated above.
Thanks.
Situation: A trackhoe weighing 20 tons is on top of a flatbed trailer and heading east on Interstate 70 near Hays, Kansas. The extended shovel arm is made of
A36 steel and the approaching overpass is made of commercial-grade concrete, reinforced with 1 1/2 inch steel rebar on 6-inch centers in a crisscross pattern layered at 1 foot vertical spacing.
Problem to Solve: When the shovel arm hits the overpass, how fast does the vehicle have to be traveling to slice the bridge in half? (Assume no effect for headwind and no braking by the driver...)
Extra Credit: Solve for the time and distance required for the entire rig to come to a complete stop after hitting the overpass at the speed calculated above.
Thanks.