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Question:

The bridge crane is taxiing away

The bridge crane is taxiing away

Answer:

Speed V Slow down time t Normal speed reduction distance is 0.5 * V * t The safe taxi distance of the brake
The driving force is 0.5 * m * V * V After the brake, slide on the track, sliding friction is F = m * g * mu The safe taxiing distance of the crane lock is S = W/F
A steel mill has a distance of two meters. This is the effective safe taxi distance. And of course, the tonnage. It's more than 300T. This is the regulation that regulates the gap between the brakes. The gap between the brake and brake wheel is two millimeters.

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