Same as counterclockwise. It means a rotation is in the direction opposite to the movement of the hands of a clock.
When a clockwise moment and an anticlockwise moment are equal, they balance each other out, resulting in no overall rotation. This is known as rotational equilibrium, where the object remains stationary and does not rotate.
To calculate the clockwise moment, you multiply the force applied by the distance from the pivot point in the direction of rotation. For the anticlockwise moment, you do the same calculation but with forces acting in the opposite direction. The moments are calculated as force x distance.
The meaning of clockwise movement is movement in the same direction of the hands of a clock, or in a circle from left to right. Anticlockwise movement is movement in a circle from right to left.
The principle of moment, also known as the principle of torque, states that an object will remain in rotational equilibrium when the sum of the clockwise moments is equal to the sum of the anticlockwise moments. It is used to analyze rotational motion and equilibrium in objects subjected to forces. Mathematically, it is expressed as ΣM = 0, where ΣM is the sum of all moments acting on an object.
The principle of moments states that for a body in rotational equilibrium, the sum of clockwise moments about any point must be equal to the sum of anticlockwise moments about the same point. This is also known as the principle of torque balance.
When a clockwise moment and an anticlockwise moment are equal, they balance each other out, resulting in no overall rotation. This is known as rotational equilibrium, where the object remains stationary and does not rotate.
To calculate the clockwise moment, you multiply the force applied by the distance from the pivot point in the direction of rotation. For the anticlockwise moment, you do the same calculation but with forces acting in the opposite direction. The moments are calculated as force x distance.
The meaning of clockwise movement is movement in the same direction of the hands of a clock, or in a circle from left to right. Anticlockwise movement is movement in a circle from right to left.
anticlockwise
the clock ran anticlockwise
The principle of moment, also known as the principle of torque, states that an object will remain in rotational equilibrium when the sum of the clockwise moments is equal to the sum of the anticlockwise moments. It is used to analyze rotational motion and equilibrium in objects subjected to forces. Mathematically, it is expressed as ΣM = 0, where ΣM is the sum of all moments acting on an object.
anticlockwise. (All toilets in the Northern Hemisphere flush clockwise, all toilets in Southern Hemisphere flush anticlockwise.)
The cast of Anticlockwise - 2008 includes: Brendan McCoy as The Busker
Yes it can be (anticlockwise rotation).It means the same as counter-clockwise, and is also used as an adverb.
clockwise
clockwise
First, pick the point along the beam at which you need the bending moment. Then make sure that all the forces on the beam to the right of the chosen point are correctly known. Then calculate the moment about the chosen point each of those forces contributes . Add these up and that is the answer. For example, consider a 12 metre beam supported at the 4 metre point and the 12 metre point. There is a 10 Kg load at the 0 metre end and a 40 Kg load at the 10 metre point. Find the bending moment at the 8 metre point. First we need the loads at the two supports, L1 and L2. L1 + L2 = 10 + 40 = 50 Kg Total forces up equals total forces down. And we shall work out all clockwise and anticlockwise moments about the support at the 4 metre point. (The total moments about any point is zero.) Clockwise: 40x6 Anticlockwise: 10x4 + L2x8 Putting clockwise = anticlockwise we get 240 = 40 + 8xL2 hence L2 = 200/8 And from L1 + L2 = 50 we now get L1 + 25 = 50 hence L1 = 25 So to answer the question - Find the bending moment at the 8 metre point - we just sit at the 8 metre point and look right. We see the 40 Kg load 2 meters away pushing down and the 25 Kg up-force at the end, 4 meters away. That makes a moment of 40x2 mKg clockwise and 25x4 anticlockwise. That results in a total of 25x4 - 40x2 anticlockwise. The answer is 20 mKg anticlockwise ( upward) about the 8 meter point.