Solution K4-76 (Figure K4.7 condition 6 S.M. Targ 1989)

The solution to problem K4-76 (from condition 6 in Figure K4.7 in the book by S.M. Targa, 1989) is to determine the absolute speed and acceleration of point M at time t1 = 1 s, moving along straight line BD (Figures K4 .0-K4.4) or along a circle of radius R = 60 cm (Figures K4.5-K4.9), provided that the plate rotates around a fixed axis with the law φ = f1(t) specified in Table K4. The direction of the angle φ is positive and is shown in the figures by an arc arrow.

The axis of rotation in Figures K4.0, K4.1, K4.2, K4.5 and K4.6 is perpendicular to the plane of the plate and passes through point O, where the plate rotates in its plane. While in figures K4.3, K4.4, K4.7, K4.8 and K4.9 the axis

Decision K4-76

Solution K4-76 is a solution to the problem from the textbook “Dynamics of a system of material points” by author S.M. Targa, published in 1989. Figure K4.7 condition 6 illustrates the problem of the movement of point M along a rectangular or circular plate rotating around a fixed axis.

The solution presents dependencies that specify the movement of point M depending on time, as well as information about the dimensions of the plate (width and length). Solution K4-76 allows you to calculate the absolute speed and acceleration of point M at time t1 = 1 s.

The K4-76 solution is a digital product available for purchase in our digital product store. After payment, you will receive access to a file with a detailed description of the problem, graphs of the movement of point M and calculations of absolute speed and acceleration at time t1 = 1 s.

By purchasing Solution K4-76, you get a reliable and accurate tool for solving problems on the dynamics of systems of material points.

Solution K4-76 is a digital product that represents a solution to a problem from the textbook “Dynamics of a system of material points” by author S.M. Targa, published in 1989. Solution K4-76 relates to problem 6 in Figure K4.7 and concerns the movement of point M along a rectangular or circular plate rotating around a fixed axis.

Solution K4-76 contains dependencies that specify the movement of point M depending on time, as well as information about the dimensions of the plate (width and length). By purchasing a solution, you get access to a file with a detailed description of the problem, graphs of the movement of point M and calculations of absolute speed and acceleration at time t1 = 1 s.

To solve the problem, you need to know the law of rotation of the plate around a fixed axis, which is given in table K4. It is also necessary to know the law of relative motion of point M relative to the plate, given in the table separately for rectangular and round plates.

Solution K4-76 is a reliable and accurate tool for solving problems on the dynamics of systems of material points and is valuable for students and professionals in the field of physics and mechanics.

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Solution K4-76 is a device consisting of a rectangular or circular plate with a radius of 60 cm, which rotates around a fixed axis in accordance with a given law φ = f1(t) from table K4, where φ is the angle of rotation of the plate, and t is time. The axis of rotation can be in the plane of the plate or perpendicular to it. Point M moves along the plate and makes relative motion in accordance with the law s = f2(t), where s is the distance from point M to the starting point A on the plate, and t is time. Dimensions b and l are also indicated in the table for each of the figures from K4.0 to K4.9.

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