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expected net polarization, while at high inclination, the polarization is reduced by occultation Their analysis was also applied to the variation of polarization from binary systems in which the scattering material consists of a rotating onedimensional plume etween the stars, superposed on an axisymmetric disc They showed that the inclination of the system and the radial structure of the plume can be deduced for suf ciently high inclinations (i > 60 ) The extent to which the method can be generalized to an arbitrarily distributed two-dimensional scattering region was considered via Fourier analysis It was found that the inclination of the system is largely insensitive to the density distribution when the distribution function is of a simple power-law form The question was also raised that for some stars, the polar mass loss will have a greater ionization fraction than the equatorial region, such that the pole might be the dominant source for free electrons In the third paper of this series, Fox (1991) considered the effects of occultation and nite sized-source depolarization, concluding that the net polarization has a complicated inclination dependence, and that the simple result of it being p / sin2 i, obtained by Brown & McLean (1977), does not hold For Be stars with high intrinsic polarizations, the circumstellar envelope must be concentrated either towards equatorial or polar regions, and that a substantial optical depth is required with > 005 The possible variability of the observed polarization from an obliquely rotating envelope has been investigated by Fox (1992), such a scenario having been mooted by others as being an alternative interpretation to diagnoses involving binary motion, but with lack of spectroscopic evidence to add weight to such duplicity The results of the exercise were not too sanguine as it was evident that effects due to rotation about a body axis and binary orbital motion are indistinguishable It was also found that the physical geometry of the obliquely rotating envelope could not be inferred When the light source is considered to have nite extent, discrimination between envelope geometries emerges to some degree as a result of the occultation of parts of the envelope by the extended source Further modelling by Fox (1993a) has emphasized the effect that an extended light source has on the resulting polarization by scattering in circumstellar envelopes If the underlying star is non-spherical, as a result of its large rotational velocity say, its photosphere will also generate a net polarization, adding to that which is produced by scattering within the extended atmosphere This situation has been modelled by Fox (1993a) who found that, in general, the predicted polarization was a factor of 2 3 times larger than what is observed for Be star systems It was also noted that the theoretical models for Be star envelopes had not yet reached a level of sophistication to estimate by polarimetry the number density of free electrons throughout the circumstellar envelope The origin of stellar winds in Be stars may be in uenced by magnetic elds and Fox (1993b) has considered this additional parameter in polarimetric models From his analysis, the range of observed values of p can be explained if the stars possess small magnetic elds of B0 < 100 G Observed increases in p during the onset of a shell phase is indicative of an increased magnetic eld.

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8 Write a program to compute numeric grades for a course The course records are in a file that will serve as the input file The input file is in the following format: Each line contains a student s last name, then one space, then the student s first name, then one space, then ten quiz scores all on one line The quiz scores are whole numbers and are separated by one space Your program will take its input from this file and send its output to a second file The data in the output file will be the same as the data in the input file except that there will be one additional number (of type double) at the end of each line This number will be the average of the student s ten quiz scores Use at least one function that has file streams as all or some of its arguments 9 Enhance the program you wrote for Programming Project 8 in ll the following ways. Code 3 Of 9 In Java Using Barcode maker for . Encode EAN-13 Supplement 5 In VS .NET Using Barcode .Related: .NET WinForms Codabar Generating , Intelligent Mail Generation VB.NET , EAN-13 Generation .NET

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There are some design issues associated with the use of exception handling in C++ programs Although the support for exception handling is built into the language, not every C++ program should use exception handling Exception handling should be used to communicate program anomalies between parts of the program that are developed independently, because throwing an exception is not as fast as a normal function call For example, a library implementer may decide to communicate program anomalies to users of the library using exceptions If a library function encounters an exceptional situation that it cannot handle locally, it may throw an exception to notify the program using the library In our example, our library defines the iStack class and its member functions The function main() uses the library, and we should assume that the programmer writing main() is not the library implementer The member functions of the class iStack are capable of detecting that a pop() operation is requested on an empty stack or that a push() operation is requested on a full stack, but the library implementer does not know the state of the program that caused the pop() or push() operations to be requested in the first place and cannot write pop() and push() to locally address this situation Because these errors cannot be handled in the member functions, we decided to throw exceptions to notify the program using the library Even though C++ supports exception handling, C++ programs should use other error handling techniques (such as returning an error code) when appropriate There is no clearcut answer to the question, "When should an error become an exception " It is really up to the library implementer to decide what an "exceptional situation" is Exceptions are part of a library's interface, and deciding which exceptions the library throws is an important phase of the library design If the library is intended to be used within programs that cannot afford to crash, then the library must either handle the problem itself, or, if it can't, it must communicate program anomalies to the part of the program that uses the library and give the caller the choice as to which action should be taken when no meaningful action can be taken within the library code itself Deciding what should be handled as an exception is a difficult part of the library design In our iStack example, it is debatable whether the push() member function should throw an exception if the stack is full Another, some people would say better, implementation of push() is to handle this situation locally and grow he stack if it is full After all, the only real limit is the memory available to our program Our decision to throw an exception if the program attempts to push a value on a full stack may have been ill-considered We can reimplement the member function push() to grow the stack if a request is made to push a value on a full stack:.

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