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Sara_So
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please can anyone help me to figure out the equations of human body movement ( walk )
I am in need so badly ..
Best Wishes
I am in need so badly ..
Best Wishes
Sara_So said:please can anyone help me to figure out the equations of human body movement ( walk )
I am in need so badly ..
Best Wishes
Sara_So said:I want them to model the human body in walk mode for a computer graphic project thanks a lot for replying ..
MikeyW said:Doesn't seem too hard in principle...
Each joint has a maximum of 2 angular values associated with its configuration- I count about 14 important joints used in walking (wrists,elbows,shoulders,neck; torso, upper legs-pelvis, knees, ankles). The walking motion should be roughly captured in a time-evolution of these ~28 parameters. Assuming each one is sinusoidal (and therefore has 3 parameters: amplitude, frequency and relative phase) you will have 28*3 - 1 total parameters if you define eg. the neck to be phase 0.
The hard part I guess would be illustrating that your results are correct since a bunch of numbers is hard to compare to the actual walking motion! I guess you will just study a human walk and a few simple measurements should give you the answers.
Sara_So said:you simplify the idea in nice way :)
but can you help me to find the equations of those joints ??
Human body movement equations are mathematical equations that describe the motion of the human body. They take into account factors such as velocity, acceleration, and force to accurately model the movement of different body parts.
Equations are used to study human body movement because they provide a quantitative and precise way to analyze and understand the complex motions of the body. They also allow for accurate predictions of how the body will move under different conditions.
Human body movement equations have many applications in fields such as sports science, rehabilitation, and biomechanics. They are used to analyze and improve athletic performance, design prosthetic devices, and understand the mechanics of human movement.
Human body movement equations are derived from principles of physics, such as Newton's laws of motion. They also take into account the specific anatomical and physiological characteristics of the human body, such as joint structure and muscle mechanics.
While human body movement equations can provide insights into the forces and stresses placed on the body during movement, they alone cannot predict injury. Other factors such as individual differences, external factors, and technique also play a role in injury risk.