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Newton s law of gravitation states that the force of gravitational attraction of mass m1 on m2 is de ned by F12 = Gm1 m2 p12 p12 3 (111)

2 1/2

where G is the universal gravitational constant, and p12 = p2 p1 is the position of center of mass p2 with respect to the center of mass p1 For 379

query subjects, namespaces, folders, and filters when you created them The biggest group of objects you probably need to rename are the query items in your model query subjects, because they will keep the name of the query item they reference by default This often means that they inherited some cryptic database column name These need to be renamed to something that an end user, a report writer, would understand

the purposes of this book we consider inertial and gravitational masses to be identical The negative sign indicates that the direction of the force is opposite that of p12 (ie, m2 is attracted towards m1 ) In particular, if m1 = Me represents the mass of Earth and the subscript on m2 is dropped, then the gravitational attraction of Earth on m2 = m is Fe2 = GMe m pe2 pe2 3 (112)

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items, namespaces, folders, filters, and packages, have three properties that help you to describe what the object does or how it might be used: Description, Model Comments, and Screen Tip Each has a slightly different use The Model Comments are to be used to document something about the object that a modeler working in Framework Manager might need to know The Model Comments are not accessible by report writers using the model The Description is similar to the Model Comments, except that a report writer can access the Description of the object if it was published in the model by right-clicking the object in Report Studio and choosing Properties Finally, the most user-friendly of the three for report writers is the Screen Tip A Screen Tip, sometimes referred to as Tip Text in other applications, is revealed to a report writer if he or she hovers the mouse over the published object Use the Screen Tip for a helpful, short description of the object if its use is not obvious just from its name

This is the same as the factor k that we defined a little while ago It is always greater than or equal to 1 Look again at Fig 16-4 As the space ship moves faster, it scrunches up Imagine now that it also becomes more massive The combination of smaller size and greater mass produces a dramatic increase in density at relativistic speeds Suppose that the rest mass (the mass when stationary) of our ship is 10 metric tons When it speeds by at half the speed of light, its mass increases to a little more than 11 metric tons At 80 percent of the speed of light, its mass is roughly 17 metric tons At 95 percent of the speed of light, the ship s mass is about 32 metric tons At 999 percent of the speed of light, the ship s mass is more than 220 metric tons And so it can go indefinitely As the speed of the ship approaches the speed of light, its mass grows larger and larger without limit

and the gravitational attraction of m on Earth is F2e = GMe m p2e p2e 3 (113)

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