Free Fall Model (Vacuum) (Q3785): Difference between revisions
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Changed [en] description: modeling the fall of objects in vacuum by the laws of classical mechanics |
Removed claim: subclass of (P8): Free Fall Model (Air Drag) (Q3784) |
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| Property / P847 (Deleted Property): The value is invalid and cannot be displayed. Property P847 not found, cannot determine the data type to use. / rank | |||
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| Property / P847 (Deleted Property): The value is invalid and cannot be displayed. Property P847 not found, cannot determine the data type to use. / rank | |||
| Property / P847 (Deleted Property) | |||
| Property / P847 (Deleted Property): The value is invalid and cannot be displayed. Property P847 not found, cannot determine the data type to use. / rank | |||
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| Property / P849 (Deleted Property): The value is invalid and cannot be displayed. Property P849 not found, cannot determine the data type to use. / rank | |||
| Property / assumes | |||
| Property / assumes: Vanishing Drag Coefficient / rank | |||
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| Property / assumes: Vanishing Air Density / rank | |||
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| Property / assumes: Uniform Gravitational Acceleration / rank | |||
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| Property / used by: Free Fall Determine Time / rank | |||
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| Property / used by: Free Fall Determine Velocity / rank | |||
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| Property / used by: Free Fall Determine Gravitation / rank | |||
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| Property / contains: Free Fall Equation (Vacuum) / rank | |||
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| Property / contains: Free Fall Initial Condition / rank | |||
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| Property / contains: Free Fall Initial Condition / qualifier | |||
| Property / described by source | |||
| Property / described by source: From Moon-fall to motions under inverse square laws / rank | |||
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| Property / described by source: Radial Motion of Two Mutually Attracting Particles / rank | |||
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Latest revision as of 11:22, 15 January 2025
modeling the fall of objects in vacuum by the laws of classical mechanics
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Free Fall Model (Vacuum) |
modeling the fall of objects in vacuum by the laws of classical mechanics |
Statements
modeling the fall of objects by the laws of classical mechanics. A free fall is any motion of a body where gravity is the only force acting upon it. Hence, we are neglecting the aerodynamic drag (vanishing drag coefficient and/or density of air) and assuming a uniform gravitational field.
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