what is jerk acceleration?

What is Jerk Acceleration?

Because acceleration is the second derivative of distance, or the position of an object.

Therefore, the graph of the function usually represents distance as a constant or linear, which is the smoothest, most even distance.

However, throughout the universe, particles travel countless different distances, and their graphs are often very complex, like winding, zigzagging paths.

Therefore, their derivatives need to be at higher orders, such as the triad, quadruplet, or even the ninth order, to make the distance smoother, more even, and better.

In a complex energy field, we need to find the optimal Jerk Acceleration to solve the problem.

For example: Y = ax^10 + bx^9 + ... + ex + c = 0. (The 9th and 10th derivatives are needed).

=> This is reason why the third and fourth derivatives of a complex function will create a smoothness and stability " Jerk Acceleration " which will redefine the stability of a certain energy field.

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