http://upload.wikimedia.org/math/6/e/3/6e306f943fc864e7ee41a1b3a7f16172.png
Where:
Vt = terminal velocity m = mass of the falling object g = acceleration due to gravity (~9.88ms-2) Cd = drag coefficient (see http://en.wikipedia.org/wiki/Drag_coefficient) ρ = density of the fluid through which the object is falling A = projected area of the object Taken from Wikipedia.
The equation used to determine the velocity of a wave is: velocity = frequency x wavelength. This equation shows that the velocity of a wave is dependent on the frequency of the wave and its wavelength.
Terminal velocity of an object can be found by balancing the forces acting on it. When the force of gravity pulling the object down is equal to the force of air resistance pushing up, the object reaches its terminal velocity. This can be calculated using the equation: Terminal velocity (mass x acceleration due to gravity) / drag coefficient.
The time required to determine the time for a drop, starting from rest, to reach 63 of terminal velocity is typically around 5 to 6 seconds.
The terminal velocity for iron depends on its shape, size, and the medium it is falling through. For a small iron object falling through air, the terminal velocity is typically around 20-40 meters per second. However, in a vacuum, the terminal velocity would be much higher and dependent on the specific conditions.
Terminal velocity is determined by the balance between gravitational force pulling an object downward and air resistance opposing its motion. Factors influencing terminal velocity include the object's weight, its surface area exposed to air resistance, and the density of the medium through which it is falling. Increasing any of these factors can increase terminal velocity.
The surface area is the variable to determine how fast an object will be moving when it reaches terminal velocity.
The equation used to determine the velocity of a wave is: velocity = frequency x wavelength. This equation shows that the velocity of a wave is dependent on the frequency of the wave and its wavelength.
Terminal velocity of an object can be found by balancing the forces acting on it. When the force of gravity pulling the object down is equal to the force of air resistance pushing up, the object reaches its terminal velocity. This can be calculated using the equation: Terminal velocity (mass x acceleration due to gravity) / drag coefficient.
The time required to determine the time for a drop, starting from rest, to reach 63 of terminal velocity is typically around 5 to 6 seconds.
The terminal velocity for iron depends on its shape, size, and the medium it is falling through. For a small iron object falling through air, the terminal velocity is typically around 20-40 meters per second. However, in a vacuum, the terminal velocity would be much higher and dependent on the specific conditions.
Terminal velocity is determined by the balance between gravitational force pulling an object downward and air resistance opposing its motion. Factors influencing terminal velocity include the object's weight, its surface area exposed to air resistance, and the density of the medium through which it is falling. Increasing any of these factors can increase terminal velocity.
determine the equation for trajectory with ahead of 7.0m and velocity cofficient of .95
In that case, the object is said to have achieved terminal speed.
There is no such thing as "maximum terminal velocity", neither on Jupiter nor hear on Earth. The "terminal velocity" depends on the specific object - and on the atmospheric conditions. For example, a very heavy object will typically have a larger terminal velocity than one that is very light; and near Earth's surface, the terminal velocity (for a given object) will be smaller than in the upper atmosphere, where there is less air resistance.
The acceleration can be determined from a velocity vs. time graph by finding the slope of the line at a specific point. The equation used to calculate acceleration from a velocity vs. time graph is given by a = Δv/Δt, where a is the acceleration, Δv is the change in velocity, and Δt is the change in time.
The equation that describes how air resistance affects terminal velocity is given by: mg - kv = 0 where m is the mass of the object, g is the acceleration due to gravity, k is the air resistance coefficient, v is the velocity of the object, and Terminal velocity is the point at which the drag force (kv) equals the gravitational force (mg), causing the net force to be zero.
Momentum= Mass X Velocity