The actual amount of movement in a vertical direction was .3 inch.

As the ball moves along it speeds up in the vertical direction.

The angle a is how far this r 1 is from the vertical direction.

This means that the net force in the vertical direction must also be zero.

The tubes, as I have already remarked, enter the sand nearly in a vertical direction.

Its optical mode field is weakly confined in vertical direction but is strongly confined laterally.

All of these forces are in the vertical direction - so it is a one-dimensional situation.

Also, I am pretty sure the axis is set so that y is in the vertical direction.

If it is floating, then the net forces in the vertical direction must add up to zero.

The rising and falling front gives a power of modifying the field of view in a vertical direction.

With only the gravitational force in the vertical direction, the position vs. time plot should be a parabola.

In a vertical direction, of course.

That is about 30.7 mph - in the vertical direction.

One of these is to suspend the transmitter by flexible conducting cords so as to be adjustable in a vertical direction.

I wasn't completely sure about the vertical direction in the video, so I am going to calculate the acceleration in both directions.

Two dimensional (2D) materials with a monolayer of atoms represent an ultimate control of material dimension in the vertical direction.