Method for measuring gravitational acceleration through rolling of small ball
A technology of gravitational acceleration and small balls, which is applied to educational appliances, instruments, teaching models, etc., can solve the problems of superimposed conical pendulums and the inability of single pendulum to effectively restrain the pendulum ball, and achieves simple measurement process, expanded thinking, and data processing. Simple process effect
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[0009] Conical pendulum:
[0010] f 拉 *cosθ=mg
[0011] f 拉 *sinθ= F 向 =mω 2 r = mω 2 * Lsinθ
[0012] Divide the two equations to get
[0013] g=ω 2 Lcosθ=(2pi / T) 2 Lcosθ where, pi=3.1415926
[0014] The formula for measuring the acceleration of gravity with a simple pendulum is g=ω 2 L=(2pi / T) 2 L, for a conical pendulum, it is equivalent to a simple pendulum whose pendulum length is shortened from L to L*cosθ. For the simple pendulum experiment of superimposing a circular pendulum, since the value of the acceleration of gravity is constant, the equivalent pendulum length in the numerator becomes shorter, in The period T of the denominator will also be shortened, if the original pendulum length of the simple pendulum is still calculated, the measured value of the gravitational acceleration will become larger. In the experiment, the simple pendulum experiment is generally not made into a pure conical pendulum, because it is too obvious; often a conical pendulum ...
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