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Decoding is a more difficult problem than encoding, and as the example suggests, the search process could quickly become impracticable for long messages. The Viterbi algorithm is used widely in practice for decoding. An example of a commercially available codec is the CDV10MIC single-chip codec made by Signal Processors Limited, Cambridge, U.K. The data sheet for this codec is shown in Fig. 11.4. The CDV-10MIC utilizes Viterbi decoding. It has a constraint length of 7 and can be adjusted for code rates of 1/2, 2/3, and 3/4 by means of what is termed punctured coding. With punctured coding, the basic code is generated at code rate 1/2, but by selectively discarding some of the output bits, other rates can be achieved (Mead, 2000). The advantage is that a single encoder can be used for different rates.

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This means the inside of the circle/ellipse will be erased if there happens to be any previous drawings there This command only draws the perimeter of the circle/ellipse and does not ll the inside Thus, any previous drawings inside the area of the circle/ellipse will still be visible Additionally, this command allows you to draw a fraction of the arc of the circle or ellipse The circle/ellipse is de ned by the bounding rectangle de ned by X1=ExprN1, Y1=ExprN2 and X2=ExprN3, Y2=ExprN4 If ExprN7 is given then the pen width will be temporarily set to ExprN7 If ExprN8 is given then pen color will be temporarily set to ExprN8 ExprN5 and ExprN6 are angles in radians that specify the start point of the arc and the length of the arc The angles are de ned counter-clock-wise from the right hand horizontal position (ie positive x-axis).

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UPC Magyarország: TV, Internet, Telefon, Mobil
Lakossági TV, internet, telefon, mobil előfizetések és Happy Home csomagok a UPC Magyarországtól. Ismerd meg ajánlatainkat!

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11.5 Interleaving The idea behind interleaving is to change the order in which the bits are encoded so that a burst of errors gets dispersed across a number of codewords rather than being concentrated in one codeword. Interleaving as applied in block codes will be used here to illustrate

If ExprN6 is zero or an even multiple of Pi() (ie 0,360,720.. degrees) the entire circle/ellipse will be drawn ExprN5 and 6 default to 0 if not given ExprN5 de nes the angle (in radians) from the positive x-axis (counterclockwise) at which to start drawing the arc ExprN6 de nes the length of the arc (angle inside the arc in radians) To specify angles in degrees use the function DtoR() ExprN7 and ExprN8 will only affect the current drawing, not any subsequent drawings If you desire to specify ExprN8 you must also specify ExprN5,6,7, but if ExprN7 is less than 1 it will be ignored Also if ExprN8 is less than 0 it will be ignored For an example see the example given in the Pie command..

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Acceleration Let an object move along a coordinate axis according to the equation s = f (t), where s is the coordinate of the object and t is the time. From 18, the object s velocity is given by v= ds = f (t) dt

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Pie ExprN1,ExprN2,ExprN3,ExprN4{,ExprN5{,ExprN6{,ExprN7{,ExprN8}}}} This command is very similar to the command Arc above. The difference is that radials from the center of the bounding rectangle to the start and end points of the arc will also be drawn. Also the inside will be lled with the default background color or the color ExprN8 if given. This command allows for creating Pie graphs. The circle/ellipse is de ned by the bounding rectangle de ned by X1=ExprN1, Y1=ExprN2 and X2=ExprN3, Y2=ExprN4. If ExprN7 is given then the pen color will be temporarily set to ExprN7. If ExprN8 is given the pie is lled with the color ExprN8. ExprN5 and ExprN6 are angles in radians that specify the start point of the arc and the length of the arc. The angles are de ned counter-clock-wise from the right hand horizontal position (i.e. positive x-axis). If ExprN6 is zero or an even multiple of Pi() (i.e. 0,360,720... degrees) the entire circle/ellipse will be drawn. ExprN5 and 6 default to 0 if not given. ExprN5 de nes the angle (in radians) from the positive x-axis (counterclockwise) at which to start drawing the arc. ExprN6 de nes the length of the arc (angle inside the arc in radians). To specify angles in degrees use the function DtoR(). ExprN7 and ExprN8 will only affect the current drawing, not any subsequent drawings. If you desire to specify ExprN8 you must also specify ExprN5,6,7, but if ExprN7 is less than 0 it will be ignored. Also if ExprN8 is less than 0 it will be ignored. Example:

(a) For an object in free fall, s = s0 + v0 t 16t 2 , where s, measured in feet, is positive in the upward direction and t is measured in seconds. Recall that s0 and v0 denote the initial position and velocity; that is, the values of s and v when t = 0. Hence, v= ds = v0 32t dt dv = 32 a= dt

. . .

n = 360/16 for i=0 to 15 Pie 100,100,500,500,DtoR(i*n),DtoR(n),i,i next Arc 100,100,500,500,0,0,3,blue ERectangle 100,100,500,500,5,lightgreen

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