| Ideal Level | Standard Level | Unacceptable Level |
Achievement 1 | Students can understand the synthesis and decomposition of forces and can correctly explain the equilibrium conditions when forces work at one point. | Students can understand the synthesis and decomposition of forces and explain to some extent the balancing conditions when forces work at one point. | Students do not understand the synthesis and decomposition of forces, and cannot explain the balance conditions when forces work at one point. |
Achievement 2 | Students can understand the meaning of the moment of force and can correctly explain the equilibrium conditions and the equilibrium of rigid bodies with different force points. | Students can understand the meaning of the moment of force and explain to some extent the equilibrium conditions with different force points and the equilibrium of rigid bodies. | Students do not understand the meaning of the moment of force and cannot explain the equilibrium conditions with different force points and the equilibrium of rigid bodies. |
Achievement 3 | Students can understand the meaning of the center of gravity and correctly determine the position of the center of gravity of solids and planes. | Students can understand the meaning of the center of gravity to some extent and find the position of the center of gravity of solids and planes. | Students do not understand the meaning of the center of gravity and cannot find the position of the center of gravity of a solid or a plane. |
Achievement 4 | Students can understand the distribution power and correctly obtain the concentration power equivalent to the distribution force. | Students can understand the distribution power to some extent and obtain the concentration power equivalent to the distribution force. | Students do not understand the distribution power and cannot find the concentration power equivalent to the distribution force. |
Achievement 5 | Students can understand the meanings of time, position, velocity, and acceleration in planar motion, and consider their relationships by dividing them into Cartesian coordinate components. | Students can understand the meaning of time, position, velocity, and acceleration in planar motion to some extent, and divide their relationships into Cartesian coordinate components. | Students do not understand the meaning of time, position, velocity, and acceleration in plane motion, and cannot divide their relationships into Cartesian coordinate components. |
Achievement 3 | Students can use polar coordinates to divide the velocity and acceleration of circular motion into tangential components along the circular orbit and components orthogonal to it, and think correctly. | Students can use polar coordinates to divide the velocity and acceleration of circular motion into tangential components along the circular orbit and components orthogonal to it. | Students cannot use polar coordinates to divide the velocity and acceleration of circular motion into tangential components along the circular orbit and components orthogonal to it. |