Geo-physical science- projectile motion

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Last updated 12:12 AM on 1/28/25
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28 Terms

1
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Projectile

any object that moves the air or through space under the influence of gravity

2
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Example of a curved path of projectile (parabola)

a stone thrown horizontally curves downward due to gravity

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Projectile curves are a result of what two components?

  • constant motion horizontally

  • accelerated motion vertically

<ul><li><p>constant motion horizontally</p></li><li><p>accelerated motion vertically</p></li></ul><p></p>
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Projectile motion is a combination of a _______ component and a ________ component.

horizontal, vertical

<p>horizontal, vertical</p>
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In a parabola, only the ________velocity component changes with time. The _________ component remains constant.

vertical, horizontal

<p>vertical, horizontal</p>
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<p>The velocity of a typical projectile can be represented by horizontal and vertical components. Assuming negligible air resistance, the horizontal component along the path of the projectile…</p>

The velocity of a typical projectile can be represented by horizontal and vertical components. Assuming negligible air resistance, the horizontal component along the path of the projectile…

remains the same

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<p>When no air resistance acts on a fast-moving baseball, its acceleration is…</p>

When no air resistance acts on a fast-moving baseball, its acceleration is…

downward, g

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Projectile altitude and range- for equal launching speeds, the same range is obtained from two different projection angles — a pair that add up to ___.

90°

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Example: Same range occurs for a 75° launch and a ___ launch of the same initial.

15°

<p>15°</p>
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<p>A ball tossed at an angle of 30° with the horizontal will go as far downrange as one tossed at the same speed at an angle of</p>

A ball tossed at an angle of 30° with the horizontal will go as far downrange as one tossed at the same speed at an angle of

60°

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With air resistance, both range and altitude on projectiles are ______

decreased

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Without air resistance, the speed lost on projectiles going up is __________ as the speed gained while coming down

the same

<p>the same</p>
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Comparison of change of position, velocity, and acceleration

(see picture)

<p>(see picture)</p>
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Example of predicting position as a function of time

emergency plane landing

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Equation for free fall (?)

Equals 9.8 m/s2. It is only under the influence of gravity.

<p>Equals 9.8 m/s<sup>2</sup>. It is only under the influence of gravity.</p>
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In our lab experiment, then the motion sensor was pointing downward, what did the plotted computer data show?

displacement, velocity, and acceleration

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Projectile motion

Motion under the influence of gravity near Earth’s surface has essentially constant acceleration whose magnitude is g=9.8m/s2, and whose direction is downward.

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Horizontal and vertical motions are _______

independent

<p>independent </p>
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Equations for projectile motion, in a coordinate system with y axis vertically upward.

(see picture)

<p>(see picture)</p>
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___ is like our falling projectile. But we have a ___ world (like going from a photograph in 2-D to a sculpture in 3-D)

2-D, 3-D

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Vectors

show direction and magnitude (or quantity)

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<p>We can add, subtract, or multiply _______</p>

We can add, subtract, or multiply _______

vectors

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Any change in velocity is an __________ (again, NOT just speeding up)

acceleration

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A car driving around a corner … even at the same _____ … is acceleration.

speed

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What is circular motion?

One of the most important types of motion in the universe. Acceleration motion. Uniform circular motion is accelerated, even if the same speed, because it is changing direction.

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Circular motion is…

accelerated motion

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Examples of circular motion

  • Car wheel turning. Both wheel and car turning, therefore two accelerations.

  • Airplane turning

  • Hands on a clock

  • Earth orbiting the sun

  • Bicycle wheels turning (and pedals)

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Equation for circular motion

a = ∆v / ∆t