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&&&&&&&&&&&& & $& /& :&E&P&[&f&q&|&&&&&&&&&&&&&  & &+&6&>&F&N&V&a&   &&&&&&&&&&&& & &  &&&#&.&9&  &P&q &q &@a &q &H &( & & &h &  &p&  &&&  &&& 8 &&&&&&&&&  &h&@&H&P&X&`&  &&&&&&& 8 &&&&& x &&&  &@&  &`&  &&  & &&&&&&&& &  &  &  &@a &P&@a &S&@a &S&  &&& & X &@&  & &`&h& &@a &X&  &&  && 8 && ` &&  &&&  & &  &@&  &`& 0 && X &&&&  &&&&&&&&&&& & &  & & 8 &@& ` &`&  &&  &&  &&  && ( && P & & x &@&  &`&h&s&  &&&&  && 8 &&&&& x &&&  &0&;&  &P&  &p& ( && P && x &&  &&&  & &(&0&8&@&@&8&0&H& 8 &`&h&p&x&&&&&x&p&& & & & & ! &&&&&&&&&&& & & && && & &(&0&8& 8&0&(& &@&H&P&X&X&P&H&`&  &&  && H && p &&  &&  & &  &@&H&  &`&h&p& P &&  x &&&&&&&&&&& &  &&  &0& @ &P&X& p &p&  &&&&&&  & && &ht &D& @ && h &&  &0&  &P&  &p&  &&&&&&&&&&& & & & & & & (&0&8& @& H&P&X& `&&&&  &&& 0 &&& ` &&  &&  &&  & &(&0&8&@&H&P& 0 &p& X &&  &&  &&  &&&&&  &( &0&@ &@a &^& p &P&X&c&  &&&&  &&&  && 8 &X &&&p &@a &&  & &&& &(&3&;& &@a &0& ( &@ &P&X &@a &x&  & &p&x&&&& &@a &J&   &&&&&& & &&&!& ,&7&  &P&  &p&  &&&&&&& ( &&&&& h & &(&  &@&H&  &`&  &&  && @ && h &&&  &&  &0&  &P&  &p& 8 &&& h &&  &&  &&  &&  &0& 0 &P& X &p&x&  &&&  &&  &&  && 0 && X &0&  &P&X&  &p&  &&  && ( && P && x &&  & &0&8&@&H&P&X& &q &.&x &.&/& H & &p&x&&&&& &q &1&x &1&o2&  &0 &&&&&&&H &q &3&x &4&\5&  & &&&&&&& &q &6&x &u7&J8& @ &0& h &P&  &p&  & &&&&&& &q &:&x &N;&#<& X & &&&&&& &q &g=&x &=&>&  &&  &0& H &P& p & &p&x&&&& &q &IA&x &A&B&  &P &&&&&&&h &q &4D&x &D&E&  & &&&&&& &q &8G&x &G&H& X & &0&8&@&H&P& &q &I&x &yJ&NK&  &0 &p&x&&&&H &q &L&x &%M&M&  & &&&&&&& &q &pO&x &"P&Q& @ && h &&  &0&  & &P&X&`&h&p& &q &S&x &+T&U& X & &&&&&&& &q &V&x &6W&+X&  &8 &&&&&&P &q &Y&x &Z&Z&  & &&& &(&0& &q &7\&x &\&]& @ &x &P&X&`&h&p& &q &^&x &u_&J`&  &  &&&&&&&8 &q &a&x &rb&gc&  &&  &&  &&  &8 &0&8&@&H&P&P &q &e&x &{f&Pg&  & &p&x&&&&& &q &h&x &i&{j& H & &&&&&& &q &k&x &jl&?m&  &  &&&&&&8 &q &n&x &o&o&  & &0&8&@&H&P& &q &3q&x &q&r& ( &h &p&x&&&&& &q &t&x &t&u&  &&  &&   && H & &&& &(&0& &q &9x&x &x&y&  &( &P&X&`&h&p&x&@ &q &${&x &{&|&  & &&&&&& &q &(~&x &~&& 0 &h &&&&&& &q &׀&x &i&>&  & &&& &(&0&  &q &&x &&& p & &P&X&`&h&p&x& &q &`&x &&&  && @ && h &&  & &&&&&& &q &&x &&& 0 &p &0&8&@&H&P&X& &q &t&x &&&&  & &p&x&&&&( &q &x&x & &ߑ& x & &&&&&& &q &'&x &&&  &P &&&&&&h &q &ӕ&x &e&:&  & &0&8&@&H&P&X& &q &&x &b&W& ` &p&  &&  &&  & &&&&&&( &q &ٜ&x &k&@& x & &&& &(&0&8& &q &ğ&x &v&k&  &X &P&X&`&h&p&p &q &Ȣ&x &Z&/&  & &&&&&&! 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R,Z@6N+h$!T&6N+%"&p&6N+xhP0 8 93s 1cw|QwCxEigenValueVectorWW +MatrixTypeWWL ZyOutputTypeWW GEvaluerealWW ~EvalueimagWW EvectorrealW t*EvectorimagWK,CxGenInvMatrixWW kCxMatrixMulW CxMatrixRank  {yToleranceWWW| CxGenLinEqsWHWarningW QCxDeterminantWWW \drWW\diWW 0CxDotProductԥCxConditionNumberWWW\ LNormTypezCxOuterProductWW0^orWW^oiWW| ԄCxTransposeW_CxSVDWWWpp_UrWWg_UiWW&_SrWW_SiWW_VrWWP_ViWWCxTraceW TraceRealWWW lWTraceImagWWW CCxCheckPosDefWWWH pCxSpecialMatrixW MatrixSizeWW Array1RealWW Array1ImagWWH UiArray2RealWWH Array2ImagWW bArray3RealWW 2Array3ImagWW  CxQR^QrWW ^QiWW SCxLU gpWWW8Sign x7CxMatrixNormCxPseudoInverseW CxSVDSWW8_DCWComplexEventsWWWX  8CWComplexWWW 8=_DCWMatrixWW 'DotProductWW /,MatrixMulWWW -InvMatrixWWW TransposeWWWp DeterminantW TraceWWWLinEqsWW &^LUWWX CForwSubW BackSubW0 FAlgorithmWWWxhQWWW iRWWW SVDW lUWWW[DWWWmVWWW>SVDS(Cholesky8 GenLinEqsWWW ռGenInvMatrix WPseudoInverseWWWGenEigenValueVectorWL bSymEigenValueVectorW&IEvaluesW( Evectors OuterProductnGenDeterminantWW?ConditionNumberW MatrixRankWWl 5/MatrixNormWW B@SpecialMatrixWWWt&*Array1WW8'*Array2WWD CheckPosdefW LUnitVectorWW 'InputVectorWP>Norm 8s+_DCWMatrixEvents8eCWMatrix8_DCWStat\ @Mean$StdDevWW MeanValueWWWnVarianceComputes the SVD factorization of the complex input matrix A. fComputes the trace of a complex matrix. The trace of a matrix is the sum of all its diagonal elements.FChecks the positive definiteness of the complex square input matrix A.MGenerates a special type of real matrix depending on the value of MatrixType.W=Computes the QR factorization of the complex input matrix A. WPerforms an LU matrix decomposition, Pa = L * Uwhere L is an n-by-n lower triangular matrix whose diagonal elements are 1s, U is an upper triangular matrix, and P is an identity matrix with some rows exchanged based on the information in array P. WWW-Computes the norm of the real input matrix A.W@Computes the generalized inverse B of a complex input matrix A. WWvComputes only the singular values resulting from the Singular Value Decomposition (SVD) of the complex input matrix A.pMethods for vector and matrix operations; vectors and matrices are represented by 1D and 2D arrays respectively.WW/Computes the dot product of the input vectors. WWW,Finds the inverse matrix of an input matrix.WW7Finds the transpose of a two-dimensional input matrix. WWWpFinds the determinant of an n-by-n two-dimensional input matrix, where n is the number of rows and columns of x.WW5Finds the trace of the two-dimensional input matrix. WGSolves the linear system of equations with the following formula:Ax = yWWWPerforms an LU matrix decomposition, Pa = L * Uwhere L is an n-by-n lower triangular matrix whose diagonal elements are 1s, U is an upper triangular matrix, and P is an identity matrix with some rows exchanged based on the information in array P.<Solves the linear equations a*x = y by forward substitution.WW=Solves the linear equations a*x = y by backward substitution.WComputes the QR factorization of the real input matrix A. The input matrix can be either square or rectangular (where the number of rows is not equal to the number of columns).WW:Computes the SVD factorization of the real input matrix A.sComputes only the singular values resulting from the Singular Value Decomposition (SVD) of the real input matrix A.WWWVComputes Cholesky factorization for a real symmetric positive definite input matrix A.Solves for the unknown vector x in the linear system of equations:Ax = ywhere A is the real input matrix, and y is the known right-hand-side vector.WW6Computes the inverse of a real, square input matrix A.Computes the generalized inverse of a real input matrix A. The input matrix can be either rectangular or square. This function uses the Singular Value Decomposition (SVD) technique. nComputes the eigenvalues lamda and their corresponding eigenvectors x of a general real square input matrix A.kComputes the eigenvalues lamda and their corresponding eigenvectors x of a symmetric square input matrix A.WWWRComputes the outer product of the real input vector x and the real input vector y.;Computes the determinant of the square real input matrix A.WWW9Computes the condition number of the real input matrix A.W-Computes the rank of the real input matrix A.WCChecks the positive definiteness of the real square input matrix A.WWWFinds the norm of the input vector and obtains its corresponding unit vector by normalizing the original input vector with its norm.WW'Methods for basic statistics functions.WWW6Computes the mean (average) value of the input array. RComputes the standard deviation and the mean (average) values of the input array. HComputes the variance and the mean (average) values of the input array. WW?Computes the root mean squared (rms) value of the input array. WWWPComputes the moment about the mean of the input array with the specified order. WW*Finds the median value of the input array.Finds the mode of the input array. The mode is defined as the value that most often occurs in a given set of samples. This function determines the mode in terms of the histogram of the input array.W,Computes the histogram of the x input array.WWvComputes the one-sided probability p:p = prob(X <= x)where x is a random variable from a standard normal distribution.Computes the one-sided probability, p = prob(T <= t), where T is a random variable from the T-distribution with n degrees of freedom.WCalculates the one-sided probability p using the following formula:p = prob(F <= f)where F is a random variable from the F-distribution with n and m degrees of freedom.WWApproximates the one-sided probability p:p = prob(X <= x) where X is a random variable from the chi2-distribution with n degrees of freedom.WCalculates x, given a probability 0 < p < 1, such that prob( X < x ) = p, where X is a random variable from a standard normal distribution.WWWCalculates t, given a probability 0 < p < 1, such that prob( T < t ) = p, where T is a random variable from a T-distribution with n degrees of freedom.WWWCalculates f, given a probability 0 < p < 1, such that prob( F < f ) = p, where F is a random variable from an F-distribution with n and m degrees of freedom.Calculates x, given a probability 0 <= p < 1, such that prob( chi < x ) = p, where chi is a random variable from a chi-square distribution with n degrees of freedom.WFinds the slope and intercept values that best represent the linear fit of the data points (x, y) using the least squares method.WeFinds the exponential fit that best represents the data points (x, y) using the least squares method.WwFinds the coefficients that best represent the polynomial fit of the data points (x, y) using the least squares method.WWWFinds the best fit k-dimensional plane and the set of linear coefficients using the least chi-square method for observation data sets. WWWReturns the value of the unique polynomial P of degree n-1 passing through the n points (xi,f(xi)) at xVal, a Variant with an estimate of the error in the interpolation, given a set of n points (xi,f(xi)) in the plane where f is some function, and giPerforms a cubic spline interpolation of the function f at a value xVal (where xVal is in the range of xi's), given a tabulated function of the form yi = f(xi) for i = 0, 1, ..., n-1, with xi < xi +1and given the second derivatives that specify tReturns the value of a particular rational function P(x)/Q(x) passing through the n points (xi, f(xi)) at xVal, given a set of n points (xi, f(xi)) in the plane where f is some function, and a value xVal at which f is to be interpolated; and where P GCalculates the second derivatives used by the cubic spline interpolant.WWWCreates a contingency table in which objects of experimentation are classified and tallied according to two schemes of categorization. WWWTakes an array of experimental observations made at various levels of some factor (with at least one observation per factor) and performs a one-way analysis of variance in the fixed effect model.WWWTakes an array of experimental observations made at various levels of two factors and performs a two-way analysis of variance in any of several models.WWWTakes an array of experimental observations made at various levels of three factors and performs a three-way analysis of variance in any of several models.WWWFComputes the mean squared error (mse) of the input data sets x and y. This function uses the Levenberg-Marquardt algorithm to determine the least squares set of coefficients that best fit the set of input data points(X,Y) as expressed by a nonlinear function y=f(x,a) where a is the set of coefficients. ;Event to specify the model function for the non linear fit.WWWMethods for generating signals and analyzing data in the frequency and time domain, as well as digital filtering or windowing the data.WWWJGenerates an array of numbers that has the pattern of an impulse waveform.KGenerates an array of numbers representing the pattern of a pulse waveform.WWW6Generates an output array representing a ramp pattern.8Generates an output array that has a triangular pattern.WW5Generates an output array with a sinusoidal pattern..W[Generates an array of h random numbers that are uniformly distributed between zero and one.WWW[Generates an array of n random numbers that are uniformly distributed between -Amp and Amp.WWWyGenerates an array of random Gaussian numbers distributed with expected zero mean value and specified standard deviation.W.Generates an array containing a chirp pattern.Generates an array containing an arbitrary wave, with each cycle described by an interpolated version of the specified WaveTable.W/Generates an array containing a sawtooth wave. WWW.Generates an array containing a sinc pattern. +Generates an array containing a sine wave. WWW,Generates an array containing a square wave.WW.Generates an array containing a triangle wave.nComputes the Fast Fourier Transform of the complex data. If x=xr+jxi is the complex array, then cy = FFT {cx}.@Computes the inverse Fast Fourier Transform of the complex data.WW:Computes the Fast Fourier transform of a real input array.gComputes the inverse Fast Fourier transform of a complex sequence that results in a real output array. WWW3Computes the power spectrum of the real input data.WWW%Computes the Fast Hartley Transform. W-Computes the inverse Fast Hartley Transform. W2Finds the convolution of the x and y input arrays.+Finds the correlation of the input arrays. WWW3Computes the discrete integral of the input array. WWW2Finds the discrete difference of the input array. Analyzes the input array values for a pulse pattern and determines the parameters that best describe the pulse pattern. It is assumed that the input array has a bimodal distribution as Variant, a distribution containing two distinct peak values.W8Decimates the input sequence x by the decimating factor.WWwComputes the deconvolution of y with x. Assume that y is the result of the convolution of x with some system response. WWWhUnwraps the discontinuous phase values that are in the range from -pi to pi to create continuous values.WWCFilters the input array using a digital lowpass Butterworth filter.WWWDFilters the input array using a digital highpass Butterworth filter.WWDFilters the input array using a digital bandpass Butterworth filter.WWDFilters the input array using a digital bandstop Butterworth filter.WWAFilters the input array using a digital lowpass Chebyshev filter.WBFilters the input array using a digital highpass Chebyshev filter.BFilters the input array using a digital bandstop Chebyshev filter.CFilters the input array using a digital bandpass Chebyshev filter. WWWIFilters the input array using a digital lowpass inverse Chebyshev filter.WJFilters the input array using a digital highpass inverse Chebyshev filter.JFilters the input array using a digital bandpass inverse Chebyshev filter.JFilters the input array using a digital bandstop inverse Chebyshev filter.@Filters the input array using a digital lowpass elliptic filter.WWBFilters the input array using a digital highpass elliptic filter. CFilters the input array using a digital bandpass elliptic filter. WWWAFilters the input array using a digital bandstop elliptic filter.WDesigns a digital lowpass FIR linear phase filter using a windowing technique. This function only generates the filter coefficients. This function does not filter any data.WWDesigns a digital highpass FIR linear phase filter using a windowing technique. This function only generates the filter coefficients. This function does not filter any data.WDesigns a digital bandpass FIR linear phase filter using a windowing technique. This function only generates the filter coefficients. This function does not filter any data.WDesigns a digital bandstop FIR linear phase filter using a windowing technique. This function only generates the filter coefficients. This function does not filter any data.WDesigns a digital lowpass FIR linear phase filter using a Kaiser window. This function only generates the filter coefficients. This function does not filter any data.Designs a digital highpass FIR linear phase filter using a Kaiser window. This function only generates the filter coefficients. This function does not filter any data.WWWDesigns a digital bandpass FIR linear phase filter using a Kaiser window. This function only generates the filter coefficients. This function does not filter any data.WWWDesigns a digital bandstop FIR linear phase filter using a Kaiser window. This function only generates the filter coefficients. This function does not filter any data.WWWzDesigns a multiband FIR linear phase filter, a differentiator, or a Hilbert Transform using the Parks-McClellan algorithm.Designs a lowpass FIR linear phase filter using the Parks-McClellan algorithm. The function is a special case of the general Parks-McClellan algorithm.WWWDesigns a highpass FIR linear phase filter using the Parks-McClellan algorithm. The function is a special case of the general Parks-McClellan algorithm. WDesigns a bandpass FIR linear phase filter using the Parks-McClellan algorithm. The function is a special case of the general Parks-McClellan algorithm.WWDesigns a bandstop FIR linear phase filter using the Parks-McClellan algorithm. The function is a special case of the general Parks-McClellan algorithm. W0Applies a triangular window to the input signal.WW/Applies a Hanning window to the input signal x.WWW0Applies a Hamming window to the input signal x. WWOApplies a Blackman window to the input signal and returns the windowed signal. WWW/Applies a Kaiser window to the x input signal. WWW@Applies a 3-term Blackman-Harris window to the input sequence x.WW4Applies a cosine tapered window to the input signal.WW9Applies an exact Blackman window to the input sequence x.W6Applies an exponential window to the input sequence x.2Applies a flat top window to the input sequence x.6Applies a force window to the input sequence array x. `Applies a general cosine window to the input sequence x, where n is the number of elements in x.WWGComputes an estimation of the AC and DC contents of the input signal x.WWWXComputes the single-sided scaled amplitude and phase spectra of a time domain signal x. WWMComputes the single-sided scaled auto power spectrum of a time domain signal.W]Computes the impulse response of a network based on time domain signal stimulus and response.WComputes the single-sided coherence function along with the averaged single-sided cross power spectrum, averaged single-sided frequency response (transfer function), and impulse response, from a two-dimensional array of stimulus signals and a two-dimeApplies a scaled window to the time domain signal and outputs window constants for further analysis. WComputes the single-sided transfer function (also known as the frequency response) from the time domain stimulus signal and the time domain response signal of a network under test.WWTComputes the double-sided cross power spectrum, Sxy, of the input sequences x and y.WWQComputes the single-sided scaled cross power spectrum of two time domain signals.WhComputes the estimated power and frequency around a peak in the power spectrum of a time domain signal. WW1Filters the input sequence using the IIR filter. W|Converts the input spectrum (power, amplitude, or gain) to alternate formats including Log (dB or dBm) and spectral density.WWGenerates the set of filter coefficients to implement a digital elliptic IIR filter. You can use these coefficients with the IIRFiltering function.WWWGenerates the set of filter coefficients to implement an IIR filter as specified by the Butterworth filter model. You can use these coefficients with the IIRFiltering function.WWGenerates the set of filter coefficients to implement an IIR filter as specified by the Chebyshev filter model. You can use these coefficients with the IIRFiltering function.pGenerates the set of filter coefficients to implement an IIR filter as specified by the Chebyshev filter model. WWAnalyzes the input sequence InputArray for valid peaks and keeps a count of the number of peaks encountered and a record of indices that locate the points that exceed the threshold in a valid peak. Finds the location, amplitude, and second derivative of peaks or valleys in the input array. 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To order Measurement Studio, contact your local branch office or visit the NI Online Store.P DP"P4@Visit Web SiteeMeasurement StudioMS Sans SerifPfP2OKP1~@Your Measurement Studio evaluation-only controls have stopped functioning. Restart your program to resume operation. To order a development version of Measurement Studio, contact your local National Instruments branch office or visit the NI Online Store.@ DP"P4@Visit Web Site@@nMS Sans SerifP}+Y P#XTo access online support, Developer Zone, and the NI Store, visit theP;d Measurement Studio Web siteP?} Click here for patent information.eMeasurement StudioMS Sans SerifXfP2OKP/AThe Measurement Studio ActiveX controls are fully licensed for 30 days. After this period, the controls stop functioning after 5 minutes of execution time. To order Measurement Studio, contact your local branch office or visit the NI Online Store.@ DP"P4@Visit Web SiteȀYMeasurement StudioMS Sans SerifPO>2RevertP>2Don't RevertP1)Your Measurement Studio evaluation-only control has expired. You can revert back to the licensed version of the control. Restart your program to resume operation. ȀeMeasurement StudioMS Sans SerifP.O4@Visit Web SiteXoO2OKP.?You have 30 days to evaluate a newer version of this ActiveX control. After 30 days, you can revert back to the licensed version of your control. 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( @DDD@DDD@DDD@DDD@DDD@Dppwpw ` @ 4VS_VERSION_INFOM?DStringFileInfo 040904B0JCompanyNameNational InstrumentsPFileDescriptionCWAnalysis Controls0FileVersion6.0.589HInternalNameCWAnalysis Controlsr'LegalCopyrightCopyright 2001, National Instruments:LegalTrademarksMeasurement Studio is a trademark of National InstrumentsFOriginalFilenamecwanalysis.ocxFProductNameMeasurement Studio,ProductVersion6.0(OLESelfRegisterDVarFileInfo$Translation The elements in the vector can not be all zero.The internal memory state of this function was not initialized correctly.The coefficients of the polynomial are invalid.The maximum number of iterations was exceeded.Divide by zero error.Negative number errorInvalid number of dimensions or dependent variablesThe parameter to the beta function should be 0 < p < 1The selection is invalid.The contingency table has a negative number.The number of categories or samples must be greater than one.The probability must be greater than or equal to zero and less than one.The probability must be between zero and one.The degrees of freedom must be one or more.All values in the first column of X matrix must be one.The interpolating function has a pole at the requested value.The x-values must be distinct.The Random Effect model was requested when the Fixed Effect model is required.The data is unbalanced. All cells must contain the same number of observations.There is an overflow in the calculated F-value for the ANOVA Fit function.The total number of data points must be equal to the product of levels/each factor * observations/cell.Zero observations were made at some level of a factor.The level of factors is outside the allowable range of some data.The number of levels is out of range .The system of equations cannot be solved because the input matrix is singular.The input matrix must be a square matrix.The number of columns in the first matrix is not equal to the number of rows in the second matrix or vector.The number of intervals must be > 0.The number of data points in the Y Values array must be greater than the order.The elements of the Y Values array must be nonzero and either all positive or all negative.The standard deviation must be greater than zero for normalization.The number of coefficients must be even for this filter.The number of coefficients must be odd for this filter.The rank of the filter must meet: 1 <= (2*rank + 1) <= size.The filter cannot be designed with the specified input values.The leakage coefficient, leak, and step-size parameter, u, must meet: 0 <= leak <= u.The step-size, u, must meet: 0 <= u <= 0.1.The attenuation value must be greater than the ripple amplitude.The final value must be > 0.The width must be > 0.The attenuation must be > 0.The ripple amplitude must be > 0.The following conditions must be met: 0 < f_low <= f_high <= fs/2.The decimating factor must meet: 0 < decimating factor <= samples.The order must be > 0.The cut-off frequency, fc, must meet: 0 <= fc <= fs/2.The upper value must be >= the lower value.The following condition must be met: 0 <= (index + length) < samples.The following condition must be met: 0 <= index < samples.dt must be > 0.dt must be >= 0.The following conditions must be met: 0 <= (delay + width) < samples.The width must meet: 0 < width < samples.The number of cycles must be > 0 and <= the number of samples.The duty cycle must be equal to or fall between 0 and 100: 0 <= duty cycle <= 100.The maximum allowable transform size has been exceeded.The size of the input array must be a power of two: size = 2^m, 0<m<23.The input arrays do not contain the correct number of data values for this function.The number of samples must be >= 3.The number of samples must be >= 2.The number of samples must be >= 0.The number of samples must be >0.The input sequences must be the same size.There is not enough memory to perform the specified routine.The information in IIR filter structure is not correctAn unexpected error has occurred.You have passed an invalid value for one of the parameters to the function, method or property.You have passed an invalid type into a parameter of a VARIANT type.A divide by zero error has occurred.The result of a calculation is an imaginary number.An overflow error has occurred.You have called a function or method requiring a Measurement Studio product for which you are not licensed. For example, you might be using a method that is not supported in the base(or standard) Analysis package. To upgrade your product, contact National Instruments. Parameter must meet the condition: Top>BaseThe shifts must meet: |shifts| < samples.The order must be positive.The argument is not an array.Array cannot be unlocked.Array cannot be locked.The data type is not correct.Time increment must be greater than the (window length)/16dN or time interval must be greater than zero.Time increment must not be greater than dM.Window length must be > 4 and a power of 2.Time increment must not be greater than (window length)/4.The size of the input array and its Hilbert transform must be equal.Window length must be > 2 and a power of 2.Serious algorithm failure. Call National Instruments support.Out of memory.The starting error codes of engineering math.The input parameters must all contain the same data type.The return parameter in NonLinearFitCallback must be assigned a scalar value.Syntax error of parserDiscrepancy between function, variables and coordinatesNumber of contours out of rangeNumber of color palettes out of rangeNegative distanceNot a valid pathNot a graphs fileWrong input, Euler methodWrong input, Runge Kutta methodWrong input, Cash Karp methodNonpositive step rateNonpositive accuracyMatrix vector conflictA and X0 have different dimensionsEmpty X0Singular eigenvector matrixMultiple rootsLeft point is a rootRight point is a rootLeft point greater than right pointBoth function values have the same signNonpositive accuracy or nonpositive delta x(h)Wrong dimension of startNo root foundNonvalid triplet (a,b,c)No optimum foundNot exactly one variableWrong model equationLevenberg Marquardt has failedm >= n >= 0 is violated or the matrix of derivatives has the wrong dimension No valid pointMaximum does not existVectors have different dimensions or empty vectorsIll conditioned systemNonpositive numberDifferent parametersNot exactly two functionsNo variables in expressionParameter problemDerivative out of rangeNot exactly two variablesNegative argumentArgument out of range (0,1]Argument out of range [0,1]n<kEmpty arrayArgument out of range [0,100]Invalid time incrementInvalid window lengthSignal length not a multiple of numberSignal length not a power of twoSignal length not a prime and >= 5Signal length not a power of two and >= 4Non-unique variablesThe sample length is not positiveThe sample length is negativeThe time increment is not positiveThe window length is not positiveThe sample length is less than the window lengthShifts: n is negativeThe time signal waveform does not contain the correct number of data points to continue the averaging process.The time signal waveform does not contain the correct dt to continue the averaging process.At least one of the time signal waveforms does not contain the correct number of data points to continue the averaging process.At least one of the time signal waveforms does not contain the correct dt to continue the averaging process.The two time signal waveforms contain different number of data points.The two time signal waveforms contain different dt.The averaging process was automatically restarted to respond to a change in the averaging parameters.The upper limit is less than the lower limit.Argument out of range [0,1)Bracket problemBracket problem at the beginningBracket problem at the endWrong decimal pointWrong number formatWrong function callWrong letterWrong variable nameContains variablesContains more than one variableInconsistency in variables or numbersVariables output problemIncomplete expressionIncomplete function expressionNot a valid functionToo many decimal pointsFrequency not a multiple of (Sampling Rate)/Samples.The input fundamental frequency or sampling rate is equal to zeroThe zoom factor must be greater than zeroFFT Size must be greater than zeroThe internal buffer is overflowed by input dataSampling frequency should be greater than zero.Either FFT bins or RBW must be specifiedIncorrect type of the input spectrum dataIncorrect averaging type specifiedInvalid SMT session handleThe length of the analysis or synthesis window must be evenly divisible by the number of frequency bins, N, which must be a power of 2.The length of the analysis or synthesis window must be evenly divisible by the Gabor time sampling interval, dM. The oversampling rate, N / dM, must be >=1.The order of the Gabor spectrogram must be >=0.The Gabor coefficient array does not have the correct dimension.The dual function does not exist.df must be > 0.The size of the initial or final condition array is not correct.The number of complex sinusoids must be > 0.The AR order must be > 0. The number of complex sinusoids must not be greater than two thirds of the number of samples.The AR order must not be greater than two-thirds of the number of samples.The AR order must be greater than or equal to the number of complex sinusoids.CVI Could not load Spectral Measurement Toolset DLLCVI Could not find specified function in the DLLCVI Could not create the required mutex.The waveform did not cross the mid reference level enough times to perform this measurement. Check the signal length, reference levels, and ref level units.The amplitude of the waveform is zero, so the histogram method cannot be used.The waveform did not have enough edges to perform this measurement. An edge is defined as a crossing of both the low and high reference levels. Check the signal length, reference levels, and ref level units.Insufficient memory is available for waveform measurement.The input waveform size is zero.Reference levels must satisfy: low ref <= mid ref <= high ref.Illegal reference level units parameter. Check the ref units text ring input.The waveform's dt parameter is <= 0.Illegal percent method parameter. Check the method enum input.The slew rate is infinite because the rise or fall time is zero.The histogram size parameter is less than or equal to zero.The result is not a number (NaN) or inifinite.The period of the waveform is too short to perform the desired measurement.Internal error: The requested measurement is not available. If the problem persists, contact National Instruments technical support. Internal Error: The measurement session handle is invalid. If the problem persists, contact National Instruments technical support.The edge/cycle/pulse number parameter must be greater than zero.Internal error: Two measurements share the same ID number. If the problem persists, contact National Instruments technical support.Internal error: Invalid measurement ID number. Contact National Instruments technical support.An exception occurred in the measurement code, possibly due to low memory. If the problem persists, contact National Instruments technical support.Failure initializing a critical section in measurement code, possibly due to low memory. If the problem persists, contact National Instruments technical support.Internal error: The result pointer is Null, possibly due to alteration of the calling VIs diagram. If the problem persists, contact National Instruments technical support.Internal error: The cursor struct pointer is Null, possibly due to alteration of the calling VI's diagram. If the problem persists, contact National Instruments technical support.Internal error: The parameter struct pointer is Null, possibly due to alteration of the calling VIs diagram. If the problem persists, contact National Instruments technical support.Internal error: The number of threads attribute is less than zero. If the problem persists, contact National Instruments technical support.'CWArray Control (National Instruments))CWComplex Control (National Instruments)(CWMatrix Control (National Instruments)&CWStat Control (National Instruments)%CWDSP Control (National Instruments)Value must be positive.Value must be non-negative.Value is illegal.+No error text exists for this error number.JThe object you passed in as a parameter was created in a different thread.ThreadingModelCLSIDInprocServer32Fastest ApartmentUnknown Image.<This property or method does not apply to this image object. Very FastFastMediumSlow Very SlowOff PathStyle PathImages Windowless Import Style Export StyleExport Style...Import Style...hCall from illegal thread. A control must be accessed from the same thread the control was created with.HelpExport Style toConfigured task is in use.Import Style fromValue out of range.Value not in enumeration.NThe object specified is not part of the control or is not of the correct type.Serial Number: User: Organization: UNICODE Version: TrueFalseSCODEcError loading control. A newer version needed. The default settings for the control will be used.KErrors loading control. The default settings for the control will be used.Error creating default control. Invalid index"Unable to start Measurement StudioMeasurement Studio3Evaluation Copy - Visit the NI Store for updates. This Beta version of Measurement Studio has Expired. Please contact National Instruments for the released version. Unable to Start Measurement Studio.Can't access itemCan't remove itemRemove not supportedRemoveAll not supportedAdd not supported,SOFTWARE\National Instruments\ComponentWorksOEMDLL-CW About Property Page (National Instruments)AboutCWSaveAs(Saves as 1.0)VersionCWForceDemoModeValueAThe control cannot be editted while the property page is showing..cwx Measurement Studio Styles"*.cwx"(Saves as 1.1)CThe object specified is not bindable or is not part of the control.MThe specified property is not bindable or does not exist on the bound object.Could not load DataSocket resource. Check to make sure that the DataSocket ActiveX control (cwds.ocx) is present and registered on your system.JThe specified property can not be bound to using the selected access mode.Binding- What's This?The CWBindings feature is not available directly within a web page for security reasons. You can safely use this feature on a web page by embedding the Measurement Studio control inside a custom control, which can be made safe for initialization and scripting..Error accessing the controls custom interface. Patents: 5,870,088 and 5,974,257&{D940E4C8-6079-11CE-88CB-0020AF6845F6}&{17301DA3-C84D-11CF-AE6F-0020AF31CEF9}&{D940E4D2-6079-11CE-88CB-0020AF6845F6}&{B68DBFAB-16A0-11CE-80BF-0020AF31CEF9}&{D940E4BE-6079-11CE-88CB-0020AF6845F6}6.0)About Measurement Studio Analysis Library122213A3]45/5U55!6U667}77778f889;;;; <@>>>C?g???? 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