By Wei (ed.)
This lawsuits quantity includes chosen papers provided on the 2014 AASRI foreign convention on utilized Engineering Sciences, held in Hollywood, l. a., united states. Contributions hide the most recent advancements and advances within the box of utilized Engineering Sciences.
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Extra info for Applied Engineering Sciences
369–372. Dolecek, G. J. & Fernandez V. A. 2014 Trigonometrical approach to design a simple wideband comb compensator. Elsevier International Journal of Electronics and Communications, 68(5): pp. 437–441. Fernandez, V. A. & Dolecek, G. J. 2009. A general method to design GCF compensation filter. IEEE Transactions on Circuits and Systems-II: Express Briefs 56(5): pp. 409– 413. Hartnett, R. & Boudreaux-Bartels, G. 1995. Improved filter sharpening. IEEE Transactions on Signal Processing 43(2): pp. 2805–2810.
19 Figure 4. Proposed decimation structure with a CIC scheme used for H1K1 (z) and H2K2 (z M 1 ). Figure 6. Magnitude response of the filter of the above example. The resulting magnitude response by using the proposed design and the design by Dolecek & Salgado (2012). Figure 5. Proposed structure with all the filters working at low rate (the first non-recursive comb filter is implemented in polyphase decomposition). 2. Set K1 = K2 = 1, K3 = 2, δ = 0, n = l and m = 1. 3. Design the compensator of (8) such that the passband deviation is as low as possible but preserving a monotonic passband characteristic.
Vucic, M. 2011. Closed-form design of CIC compensators based on maximally flat error criterion. IEEE Transactions on Circuits and Systems II: Express Briefs 58(12): pp. 926–930. Presti, L. L. 2000. Efficient modified-sinc filter for sigmadelta A/D converters. IEEE Transactions on Circuits and Systems II: Analog and Digital Signal Processing 47(11): pp. 1204–1213. Romero D. E. T. & Dolecek G. J. 2013. Application of amplitude transformation for compensation of comb decimation filters. IET Electronics Letters 49(16): pp.
Applied Engineering Sciences by Wei (ed.)