Male enhancement meaning in telugu

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Wavelets have been found to be a powerful tool for removing noise. The fundamental idea behind wavelets is to analyse the noise level separately at each wavelet scale [8]. Wavelet thresholding deals with wavelet coefficients using a preset threshold value. The wavelet coefficients are obtained by taking DWT of noisy speech signal. It is assumed that high amplitude coefficients are due to original signal and low amplitude coefficients are due to noise. Thresholding is that each wavelet coefficient is compared with the preset threshold value, if the coefficient is smaller than the threshold, then it is set to zero, otherwise it is kept or reduced in amplitude.

Soft, Hard, Improved Modified Improved and the proposed Hybrid thresholding methods are used in the present work for de-noising the signals. In this paper, to study the performance of the algorithm, objective quality measures and subjective quality measures have to be carried on. Subjective measures are based on comparison of original and processed speech data by a listener or a panel of listeners.

They rank the quality of the speech according to a predetermined scale subjectively. But it is costly and time consuming. The paper is organised as follows: There are basically two domains of speech enhancement. First one is time domain approach and second one is transform domain approach.

In time domain approach, filtering is performed directly on the time sequence. In the transform domain techniques, signals are first transformed into a new domain and then noise attenuation is performed on the transformed coefficients. The time domain filtering of noise corrupted signal is simple method and finds advantage only when removing high frequency noise from low frequency signal. However they do not provide satisfactory results under real world conditions. Advantage of wavelet transform is that, wavelet analysis allows the use of long time intervals for low frequency information and shorter regions for high frequency information.

This method is based on thresholding the wavelet coefficients of noisy speech signal. The fundamental idea behind wavelets are to analyse according to scale. The wavelet analysis procedure is to adopt a wavelet prototype function called an analysing wavelet or mother wavelet. Any signal can then be represented by translated and scaled versions of the mother wavelet. Wavelet analysis is capable of revealing aspects of data that other signal analysis techniques such as Fourier analysis miss aspects like trends, breakdown points, discontinuities in higher derivatives, and self-similarity.

Furthermore, because it affords a different view of data than those presented by traditional techniques, it can compress or denoise a signal without appreciable degradation [9]. The method can be shown in fig. The Additive white Gaussian noise, which has zero mean and constant variance, is generated and added to the clean Telugu speech signal. The process of adding noise to the clean speech signal is expressed as:.

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In speech processing, speech is non-stationary signal, where properties change rapidly over time. So it is impossible to calculate DWT. Because of this reason, the noisy speech signal is divided in to blocks of overlapping frames. The length of each frame is samples. That means, each frame is shifted from previous frame by samples. A window is defined as a function that has zero-valued outside of some chosen interval. To avoid the discontinuities between the frames, every frame is multiplied by a window function.

Hamming window is used in this method. It is raised cosine window.

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Hamming window is defined as,. Discrete Wavelet Transform has become a powerful tool in a wide range of applications. Wavelet performs multi resolution analysis of a signal with localization in both time and frequency. Discrete wavelet transform produces nonredundant information due to orthonormal properties. To decompose and reconstruct the original speech signal, discrete Wavelet Transform DWT uses multi — resolution filter banks and wavelet filters.


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It provides sufficient information and reduces computation time for analysis and synthesis. There are different wavelet families like Haar, Daubechies, Coiflets, Symlet, Biorthogonal etc to analyse and synthesize a signal.

The choice of wavelet determines the final waveform shape. Given a mother wavelet t which can be considered simply as a basis function of 2 L , the continuous wavelet. Down-sampling operation. A1 is the approximated coefficient of the clean signal at level 1. D1 is the detailed coefficient at level 1. Wavelet thresholding is the signal estimation technique that exploits the capabilities of signal denoising.

Performance of thresholding is purely depends on the type of thresholding method and thresholding rule used for the given application. Apply thresholding to the detailed coefficients rather than to the approximation coefficients, because the detailed coefficients contain important components of the signal. As a result, the estimated wavelet coefficients are obtained.

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In this paper, the additive white Gaussian noise that is added to the clean speech signal is removed by using the concept of Multi resolution. Threshold value is needed to remove the noise from the noisy signal. If the threshold value is too high, the content of original signal may get cut off and if threshold is too low, noise may not be removed properly. Donoho and Jonstone [8, 10] proposed a time-constant threshold value for removing additive white Gaussian noise in the signal. The present work is based on level dependent threshold in which the detailed wavelet coefficients are modified according to the threshold value calculated based on the variance of the detailed coefficients of the Wavelet in each level.

The threshold is mathematically expressed as:. Here Dj is the set of detailed coefficients at jth level and dj is an element in it.

The Hard, Soft, Improved, Modified Improved [11] and the proposed Hybrid Thresholding method which is a formulated by combining modified improved thresholding with soft and Improved thresholding methods are used in this study. Hard Thresholding: It is defined as,. Soft Thresholding: Soft thresholding is an expanded version of hard thresholidng.

Modified Improved Thresholding: Modified Improved thresholding [11] is proposed by A. Ghanbari andM. The thresholding function is like a hard thresholding function for the wavelet coefficients greater than threshold value and it is like an exponential functionfor the wavelet coefficients less than threshold value as given in EQ. Hybrid Thresholding: In this method the authors are proposed two new thresholding schemes by combining with modified improved thresholding scheme with soft thresholding and modified improved thresholding with improved thresholding and are defined in EQ.

The original signal can be reconstructed or synthesized using the inverse discrete wavelet transform IDWT. The synthesis starts with the approximation and detail coefficients Aj and Dj, and then reconstructs by up sampling and filtering with the reconstruction filters. The reconstruction filters are designed in such a way to cancel out the effects of aliasing introduced in the wavelet decomposition phase. The reconstruction filters together with the low and high pass decomposition filters, forms a system known as quadrature mirror filters QMF.

For a multilevel analysis, the reconstruction process can itself be iterated producing successive approximations at finer resolutions and finally synthesizing the original signal as shown in fig. Initially, decompose the input signal frame using DWT: Choose a wavelet and determine the decomposition level of a wavelet transform L, then implement Layers wavelet decomposition of signal x n.

Select the thresholding method for quantization of wavelet coefficients. Apply the thresholding on each level of wavelet decomposition and this thresholding value adjusts the wavelet coefficients based on the threshold value. Finally, the denoised signals reconstructed without affecting any features of signal interest. Overlap Add method: In this method, the denoised short time signals are added together to get an enhanced speech signal. The aim of this section is to acquire the speech samples.


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The experimental part consists of recording each of the well known Telugu Speech proverbs at a normal speaking rate three times in a quiet room by three male and three female native Telugu speakers age around 23 years at a sampling rate of 48 kHz and 16 bit value. These digitized speech sounds are then down sampled to 8 kHz and then normalized for the purpose of analysis.

The Gaussian white noise is added to the speech signal in four particular SNRs: The so produced pairs of reference and Enhanced Signals are used for evaluating the objective measures of speech quality. Based on this criterion alone, the Daubechies4 db4 , Daubechies6 db6 , Symlet5 Sym5 and Symlet7 Sym7 wavelets were chosen for analysis. Choosing the right decomposition level in the DWT is important for many reasons.

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