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17 May 2017 ... Sorry for the late reply, I hope this helps someone. The error in the code is that you are referencing the .value property of the cell, when you should be ...
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The boundary conditions of the interior point at time t = 10 are now indirectly speci ed through the introduction of weight functions V1(t) and V2(t) in the cost functional To ensure convergence of the variation-of-extremals algorithm as well as reducing numerical errors in the integration, it is necessary to start the optimization with a relatively large standard deviation of about 10-2 With succeeding iteration, constant Sd is gradually reduced to a point at which the weighting functions Vi(t), i = 1,2 approximate a delta function These weighting functions force the boundary conditions at this interior point to be: Y (1) = 10 and Y (1) = 00

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One try block can be nested within another An exception generated within the inner try block that is not caught by a catch associated with that try is propagated to the outer try block For example, here the IndexOutOfRangeException is not caught by the inner try block, but by the outer try:

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// Use a nested try block using System; class NestTrys { static void Main() { // Here, numer is longer than denom int[] numer = { 4, 8, 16, 32, 64, 128, 256, 512 }; int[] denom = { 2, 0, 4, 4, 0, 8 }; try { // outer try for(int i=0; i < numerLength; i++) { try { // nested try ConsoleWriteLine(numer[i] + " / " + denom[i] + " is " + numer[i]/denom[i]); } catch (DivideByZeroException) { ConsoleWriteLine("Can't divide by Zero!"); } } } catch (IndexOutOfRangeException) { ConsoleWriteLine("No matching element found"); ConsoleWriteLine("Fatal error -- program terminated"); } } }

(1357)

7

The output from the program is shown here:

13:

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These boundary conditions are not expected to give a cam displacement, Yc(1), of unity at time t = 1 since the system equation (Eq [1330]) is of second order If this is a concern, an additional term V3(t)Y 2(t) may be introduced in the cost functional to specify the inte rior boundary condition Y (1) = 00 indirectly Weight function V3(t) is de ned identically to V1(t) and V2(t) With the de nition of T (see symbols), the previously used normalizations remain unchanged This minimizes the amount of modi cation needed in problem formulation and computation The formulation of the optimization problem for a tuned D-R-R-D cam can now be given as follows Minimize

32 / 4 is 8 Can't divide by Zero! 128 / 8 is 16 No matching element found Fatal error -- program terminated

(c) (d) 10 (a) (b) (c) (d) 1 2x + 1 2 + x)]2 x 2 + x 1 + [ln(x 1 sec2 x 2 1 | tan x| [tan x] Tan 1 x 2 + C Sin 1 x 3 + C Sin 1 (sin2 x) 1 5 = Sin 1 1 Sin 1 0 = 0 2 1 2x dx = Tan 1 +C 2 1 + [ 2/5x] 5 10

In this example, an exception that can be handled by the inner try in this case a divide-byzero error allows the program to continue However, an array boundary error is caught by the outer try, which causes the program to terminate Although certainly not the only reason for nested try statements, the preceding program makes an important point that can be generalized Often, nested try blocks are used to allow different categories of errors to be handled in different ways Some types of errors are catastrophic and cannot be fixed Some are minor and can be handled immediately Many programmers use an outer try block to catch the most severe errors, allowing inner try blocks to handle less serious ones You can also use an outer try block as a catch all block for those errors that are not handled by the inner block

(1358)

The preceding examples have been catching exceptions generated automatically by the runtime system However, it is possible to throw an exception manually by using the throw statement Its general form is shown here: throw exceptOb; The exceptOb must be an object of an exception class derived from Exception Here is an example that illustrates the throw statement by manually throwing a DivideByZeroException:

// Manually throw an exception using System; class ThrowDemo { static void Main() { try { ConsoleWriteLine("Before throw"); throw new DivideByZeroException(); } catch (DivideByZeroException) { ConsoleWriteLine("Exception caught"); } ConsoleWriteLine("After try/catch statement"); } }

subject to system equation (1330) and boundary conditions Eq (1332) The derivation of the resulting two-point boundary-value problem is carried out in the same way as for the tuned D-R-D cam design The problem is then solved using the variation-of-extremals algorithm developed previously In this way the dif culties posed by the three-point boundary value problem have been circumvented with only slight modi cations in the procedure used for tuned D-R-D cams

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Hai here is an example to create a pdf file using itextsharp .dll in vb . net . Dim doc As New Document( iTextSharp . text .PageSize.LETTER, 10, 10 ...

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