The initial x-velocity (v ix) can be found using the equation v ix = v i In each of the above equations, the vertical acceleration of a projectile is known to be -9.8 m/s/s (the acceleration of gravity).Īs discussed earlier in Lesson 2, the v ix and v iy values in each of the above sets of kinematic equations can be determined by the use of trigonometric functions. An application of projectile concepts to each of these equations would also lead one to conclude that any term with a x in it would cancel out of the equation since a x = 0 m/s/s.įor the vertical components of motion, the three equations are The other two equations are seldom (if ever) used. Of these three equations, the top equation is the most commonly used. For the horizontal components of motion, the equations are You may recall from earlier that there are two sets of kinematic equations - a set of equations for the horizontal components of motion and a similar set for the vertical components of motion. To treat such problems, the same principles that were discussed earlier in Lesson 2 will have to be combined with the kinematic equations for projectile motion. A non-horizontally launched projectile is a projectile that begins its motion with an initial velocity that is both horizontal and vertical. In this section of Lesson 2, the use of kinematic equations to solve non-horizontally launched projectiles will be demonstrated. These equations were used to solve problems involving the launching of projectiles in a horizontal direction from an elevated position. The Projectile Motion Calculator works by taking in the inputs and applying different formulas to it, which allows the calculator to derive the horizontal distance traveled, the maximum height of the projectile, and the time taken for the projectile to reach its destination.In the previous part of Lesson 2, the use of kinematic equations to solve projectile problems was introduced and demonstrated. How Does a Projectile Motion Calculator Work? This quickly displays the results and plots a graph for the projectile’s motion. Step 3įinally, after adding both the input values in the Projectile Motion Calculator, we click the “Submit” button. Step 2Īfter entering the projectile’s initial velocity, we add the angle at which the object is thrown in the Projectile Motion Calculator. The detailed instructions on using the Projectile Motion Calculator are given below: Step 1įirst, we enter the projectile’s initial velocity into the Projectile Motion Calculator. To use the Projectile Motion Calculator, you input the required values in the calculator and click the “Submit” button. How To Use a Projectile Motion Calculator? The Projectile Motion Calculator requires two inputs the initial velocity of the projectile and the degree at which the projectile is thrown.Īfter inputting the values in the Projectile Motion Calculator, the calculator finds the projectile’s motion. The Projectile Motion Calculator is a powerful tool used by physicists that helps them quickly find and graph the results of a moving projectile.Ī Projectile Motion Calculator is an online calculator that finds the motion of a projectile given its velocity and angle. The online Projectile Motion Calculator is a calculator that calculates the time and distance an object moves when thrown. Projectile Motion Calculator + Online Solver With Free Steps
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