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Once the mean anomaly M is known, the next step is to solve an equation known as Kepler s equation. Kepler s equation is formulated

[by the power chain rule]

in terms of an intermediate variable E, known as the eccentric anomaly, and is usually stated as M5E e sin E (2.27)

NOTE: Variable names are case sensitive, so Distance, DISTANCE, and distance are not the same variable. RobotBASIC is generally not case sensitive. Variable names, array names and labels are the exceptions to this rule.

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UPC-A . NET Control - UPC-A barcode generator with free . NET ...
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Kepler s equation is derived in App. B. This rather innocent looking equation is solved by iterative methods, usually by finding the root of the equation: M (E e sin E ) 5 0 (2.28)

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In most computer languages variables have to be assigned a type and cannot be used to store values of different types. So, for example, in the standard BASIC language you have to name a variable with a $ at the end of the name to indicate that it is to hold a string value. If you try to store an integer in it you will get an error. The variables in RobotBASIC are more versatile than this. When you name a variable you are not restricted as to what to name it and you can store values of any type in it. Furthermore, you can change the type and value of the data stored in a variable at any time. This is a very powerful feature. You can read all about variables in Secs. B.7.3 and C.4. Also you can read further about data types in Secs. B.7.1 and B.7.2.

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UPC-A Barcode Generator for ASP . NET Web Application
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Because csc x = 1/(sin x), it is, along with sin x, periodic, of period 2 , and odd. Therefore, we need only nd the graph for 0 < x < . Now 1 1 = = =1 2 sin ( /2) 1 As x decreases from /2 toward 0, sin x decreases from 1 toward 0. Therefore, csc x increases from 1 to + . Likewise, as x increases from /2 toward , sin x decreases from 1 toward 0, and csc x increases from 1 to + . In fact, since sin (( /2) + u) = sin(( /2) u), the graph will be symmetric about the line x = /2 (see Fig. 28-2). csc

Example 2.13 Given that the mean anomaly is 205 and the eccentricity 0.0025,

Solution The magnitude of the term e sin E will be much less than one, and therefore from Eq. (2.27) E will be approximately equal to M. Since M is greater than 180 the sin of E will be negative, and again from Eq. (2.27) this means that E will be smaller than M. Denote the second term on the left-hand side by f(E) E e sin E; this can be evaluated for a range of values of E as shown in the following table. Writing Eq. (2.28) as M f(E ) 5 0 , the left-hand side of this can be evaluated also as shown in the table.

412 THE KEYBOARD There are various commands to obtain input from the user using the keyboard We will only use two of them here See Sec C7 for details 4121 GetKey Var This command is useful in loops like for-loops, or whileloops (see later) where you want something done repeatedly but want the user to be able to affect the action by pressing a key You do not want the repeated action to pause until the user presses a key, but you want it to change if she/he does press a key This command checks if any key is pressed on the keyboard If there is a key pressed its code value is placed in the variable Var If no key is pressed the value 0 is placed in the variable The program ow is not paused until the user presses a key.

204.9 3.5772 0.04

28.3 Prove the identi ty tan (u v) =

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