Kepler's Laws Diagram | Quizlet

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19 Terms

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Kepler's First Law

The orbit of every planet is an ellipse with the Sun at one of the two foci.

<p>The orbit of every planet is an ellipse with the Sun at one of the two foci.</p>
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Kepler's Second Law

A line joining a planet and the Sun sweeps out equal areas during equal intervals of time.

<p>A line joining a planet and the Sun sweeps out equal areas during equal intervals of time.</p>
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Kepler's Third Law

The square of the orbital period of a planet is directly proportional to the cube of the semi-major axis of its orbit. (a squared = p cubed)

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Aphelion

farthest distance away from the foci of a body rotating around the foci. Earth to sun = ~152 million km.

<p>farthest distance away from the foci of a body rotating around the foci. Earth to sun = ~152 million km.</p>
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Perihelion

closest distance away from the foci of a body rotating around the foci. Earth to sun = ~147 million km.

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Astronomical Unit (AU)

the distance from the earth to the sun. ~150 million km

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Orbit

The curved path of a celestial object about a point in space

<p>The curved path of a celestial object about a point in space</p>
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Period

The time that it takes a complete cycle

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Major Axis

Longest Line (top to bottom in vertical, left to right in horizontal, in this example V1 to V2)

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Minor Axis

Shortest Line (left to right in vertical, top to bottom in horizontal, in this example P1 to P2)

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Semi Major Axis

Half of the Major Axis (C to one of the Vs)

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Semi Minor Axis

Half of the Minor Axis (C to one of the Ps)

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Vertex

Both end points of the Major Axis (V1, V2)

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TERM

Co vertex

DEFINITION

Both endpoints of the Minor Axis (P1, P2)

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Focus

Points near the vertex (F1, F2)

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eccentricity of an ellipse

the ratio of the distance between the foci to the major axis (the ration of F1 to F2 and V1 to V2)

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TERM

Foci

DEFINITION

two points inside the ellipse that characterize its shape and curvature

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TERM

vertices

DEFINITION

endpoints of the major axis

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TERM

center

DEFINITION

the intersection of the major and minor axes