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Use the Macros dialog box to create, run, debug, edit, and delete macros. You can also control how a macro runs using several options. This section explains each button in this dialog box. Run This button executes your macro. You can also execute your macro from within the VBAIDE by choosing Run Run or by pressing F5. Step Into This button lets you step line by line through the code of the macro you select. It enters the VBAIDE in step (or debug) mode at the beginning of the selected macro. You can also start Step Into from within the VBAIDE by choosing Debug Step Into or by pressing F8. Edit This button lets you edit your macro s code. It opens the VBAIDE in edit mode at the beginning of the selected macro. This is identical to typing VBAIDE at the AutoCAD command prompt and navigating to the appropriate project, module, and macro. Create To create a macro, enter a name in the Macros dialog box and press the Create button. This opens a dialog box that lets you choose where you want to create your macro. You can also specify the project in which to create the macro. If you do not specify a project name, the Select Project dialog box, shown in Figure 1-25, appears. Choose from the list of loaded projects. Delete To delete a macro from the project file, select the Delete button. If you accidentally delete a macro, retrieve it by immediately switching to the VBA editor, bring the module that contained your source code into focus, and either choose Edit Undo or press Ctrl+Z.

where LD is the propagation loss for the downlink. The gain and loss factors are power ratios, and the brackets denote the corresponding decibel values as before. The increase in equivalent noise temperature

(a) Interference modes B1 and B2 from network R into network R. (b) For the B1 mode the interfering power in dBW/Hz is [I1] [US] [G S] [GE] [LD]. (c) For the B2 mode the interfering power in dBW/Hz is [I2] [UE] [G ] [GS] [LU]. E

at the earth-station receiver input can then be defined using Eq. (12.15) as [ TE] [I1] [I1] [k] 228.6 (13.11)

Here, k is Boltzmann s constant and [k] 228.6 dBJ/K. A similar argument can be applied to the uplink interference B2, as illustrated in Fig. 13.8c, giving [I2] [UE] [G ] E [GS] [LU] (13.12)

source price (if the rm is a perfect competitor in the resource markets). That is, the rm will maximize total pro ts when MRPL = PL or wage rate, and MRPK = PK or the rate of interest. This can be rewritten as MRPL/PL = MRPK /PK = 1 and can be generalized to any number of resources. If the rm is an imperfect competitor in the resource markets, the pro t maximization condition is generalized to MPPL = MRCL and MPPK = MRCK or MPPL/MRCL = MPPK /MRCK = 1 (where MRC refers to the marginal resource cost).

The corresponding increase in the equivalent noise temperature at the satellite receiver input is then [ TS] [I2] 228.6 (13.13)

Figure 13.9 (a) Defining the transmission gain in Sec. 13.4.2. (b) Use of transmission gain to refer satellite noise temperature to an earth station.

Here, UE is the maximum power spectral density transmitted by earth station E , G E is the transmit gain of E in the direction of S, GS is the receive gain of S in the direction of E , and LU is the uplink propagation loss.

Use the SliceSolid method (see Table 9-14 for parameter details) to allow 3DSolid objects to be sliced by an arbitrary plane. This plane, defined by three WCS points, destructively cuts the solid into a front and optional back half. If the back half is desired, then this method returns a new 3DSolid object. Set 3DSolidObject = 3DSolidObject.SliceSolid(PlanePoint1, _ PlanePoint2, PlanePoint3, Negative) Table 9-14. The SliceSolid Method s Parameters