Frank Dischinger's video: Dynamik 193 bis 196 und 199 Sto Punktmasse mit Balken

@Dynamik 193 bis 196 und 199, Stoß Punktmasse mit Balken

dx is Federkraft aus MG geteilt durch c, potentielle Endergie der Feder ist 1/2 c dx² oder F²/2c. In der unteren Lage nimmt dx um L/2 sin phi oder L sin phi zu, mit binomischer Formel ausmultiplizieren. Massenträgheitsmoment ML²/3 + Steiner der Punktmasse, Omega = m V1 Hebel / Massenträgheit, v m aus Omega mal Hebel.

Frank Dischinger

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This video was published on 2018-02-24 19:10:35 GMT by @Frank-Dischinger on Youtube. Frank Dischinger has total 1.6K subscribers on Youtube and has a total of 533 video.This video has received 2 Likes which are lower than the average likes that Frank Dischinger gets . @Frank-Dischinger receives an average views of 1K per video on Youtube.This video has received 0 comments which are lower than the average comments that Frank Dischinger gets . Overall the views for this video was lower than the average for the profile.

Frank Dischinger's video: Dynamik 193 bis 196 und 199 Sto Punktmasse mit Balken

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