Realizations of Conventional and Inverse Voltage Transfer Functions

International Journal of Electronics and Communication Engineering
© 2021 by SSRG - IJECE Journal
Volume 8 Issue 9
Year of Publication : 2021
Authors : T. S. Rathore, Prasoon Vishwakarma
pdf
How to Cite?

T. S. Rathore, Prasoon Vishwakarma, "Realizations of Conventional and Inverse Voltage Transfer Functions," SSRG International Journal of Electronics and Communication Engineering, vol. 8,  no. 9, pp. 1-4, 2021. Crossref, https://doi.org/10.14445/23488549/IJECE-V8I9P101

Abstract:

A voltage-mode (VM) multifunction configuration for the realization of conventional and inverse active filters (IAF) using two current differencing buffered amplifiers and six passive elements is presented. The proposed structure can realize all the basic filters from the same circuit topology by appropriate choice of the branch impedances.

Keywords:

Analog Filters, Inverse Filters, Analog Signal Processing, Current Differencing Buffered Amplifier

References:

[1] M. Koksal, S. E. Oner, M. Sagbas, A new second-order multi-mode multi-function filter using a single CDBA, In 2009 European Conference on Circuit Theory and Design, (2009) 699-702
[2] C. Acar, S. Ozoguz, A new versatile building block: current differencing buffered amplifier suitable for analog signal processing filters, Microelectronics Journal, 30(2) (1999) 157-160.
[3] W. Tangsrirat, T. Pukkalanun, W. Surakampontorn, CDBA-based universal biquad filter and quadrature oscillator, Active and Passive Electronic Components, (2008).
[4] R. Nandi, P. Venkateswaran, S. Das, M. Kar, CDBA-based electronically tuneable filters and sinusoid quadrature oscillator, Journal of telecommunication, 4(1) (2010) 35-41.
[5] A. Ü. Keskin, Multi-function biquad using single CDBA, Electrical Engineering, 88 (2002) 353-356.
[6] S. A. Bashir, N. A. Shah, Voltage mode universal filter using current differencing buffered amplifier as an active device., Circuits and Systems, 3(3) (2012) 278.
[7] W. Tangsrirat, W. Surakampontorn, Realization of multiple-output biquadratic filters using current differencing buffered amplifiers, International Journal of Electronics, 92(6) (2005) 313-325.
[8] A. Toker, S. Özo─čuz, C. Acar, Current-mode KHN-equivalent biquad using CDBAs, Electronics Letters, 35(20) (1999) 1682-1683.
[9] C. Cakir, S. Minaei, O. Cicekoglu, Low voltage low power CMOS current differencing buffered amplifier, Analog Integrated Circuits and Signal Processing, 62(2) (2010) 237-244.
[10] J. K. Pathak, A. K. Singh, R. Senani, New voltage mode universal filters using only two CDBAs, ISRN Electronics, (2013).
[11] R. Pandey, N. Pandey, T. Negi, V. Garg, CDBA based universal inverse filter, ISRN Electronics, (2013).
[12] A.R. Nasir, S. N. Ahmad, A new current-mode multifunction inverse filter using CDBAs, International Journal of Computer Science and Information Security, 11(12) (2013) 50.
[13] R. Bhagat, D. R. Bhaskar, P. Kumar, Inverse Band Reject and All Pass Filter Structure Employing CMOS CDBAs, Int. J. of Engineering Research and Technology, 08(09) (2019)
[14] Leuciuc, Using nullors for realization of inverse transfer functions and characteristics, Electro. Lett., 33(11) (1997) 949–951.
[15] D. R. Bhaskar, M. Kumar and P. Kumar, Fractional order inverse filters using operational amplifier, Analog Integrated Circuits and Signal Processing, 97(2018) 149-158.
[16] S. S. Gupta, D. R. Bhaskar and R. Senani, A.K. Singh, Inverse active filters employing CFOA, Elect. Eng. 1(2009) 23-26.
[17] S. S. Gupta, D.R. Bhaskar and R. Senani, New analogue inverse filters realized with current feedback op-amp, Int. J. of Electro. 9(2011), 1103–1113.
[18] H. Y. Wang, S.H. Chang, T.Y. Yang and P.Y. Tsai, A novel multifunction CFOA based inverse filter, Circuits and Syst. 2(2011) 14–17.
[19] K. Garg, R. Bhagat and B. Jaint, A novel multifunction modified CFOA based inverse filter, In Power Electronics (IICPE), IEEE 5th India International Conference. (2012) 1-5.
[20] V. N. Patil and R. K. Sharma, Novel inverse active filters employing CFOA, Int. J. for Scientific Research & Develop. 3(2015) 359–360.
[21] N. A. Shah and M. F. Rather, Realization of voltage-mode CCII-based all pass filter and its inversion version, Indian J. Pure & Applied Physics, 44(2006) 269–271.
[22] T. Tsukutani, Y. Kunugasa and N. Yabuki, CCII-Based Inverse Active Filters with Grounded Passive Components, J. Electr. Eng. 6(2018) 212-215.
[23] B. Chipipop and W. Surakampontorn, Realization of current-mode FTFN-based inverse filter, Electron. Lett. 35(1999) 690–692.
[24] H. Y. Wang and C.T. Lee, Using nullors for realisation of current-mode FTFN based inverse filters, Electron. Lett. 35(1999),1889–1890.
[25] M. T. Abuelma’atti, Identification of cascadable current-mode filters and inverse-filters using single FTFN, Frequenz, 54(11–12)(2000) 284–289.
[26] A. K. Singh, A. Gupta and R. Senani, OTRA-based multi-function inverse filter configuration, Adv. in Elect. and Electron. Eng. 15(2018) 846-856.
[27] A. Pradhan and R. K. Sharma, Generation of OTRA-Based Inverse All Pass and Inverse Band Reject Filters, Proceedings of the National Acad. of Sci. India Section A: Physical Sciences, 1-11 (2019)https://doi.org/10.1007/s40010-019-00603-w
[28] A. Sharma, A. Kumar and P. Whig, On performance of CDTA based novel analog inverse low pass filter using 0.35 μm CMOS parameter, Int. J. of Sc., Tech. & Manag. 4(2015) 594–601.
[29] N. A. Shah, M. Quadri and S. Z. Iqbal, High output impedance current-mode all pass inverse filter using CDTA, Indian J. of pure and app. physics, 46(2018), 893–896.
[30] T. Tsukutani, Y. Sumi and N. Yabuki, Electronically tuneable inverse active filters employing OTAs and grounded capacitors, Int. J. of Electron. Lett. 4(2016) 166–176.
[31] N. Herencsar, A. Lahiri, J. Koton and K. Vrba, Realizations of second-order inverse active filters using minimum passive components and DDCCs, In Proceedings of 33rd Int. Conference on Telecomm. and Signal Proc.-TSP, (2010) 38-41.
[32] P. Kumar, N. Pandey and S.K. Paul, Realization of Resistor less and Electronically Tuneable Inverse Filters Using VDTA, J. Circuits, Syst. Comp. (2018),1950143.
[33] A. K. Singh, P. Kumar, A novel fully differential current mode universal filter, In Circuits and Systems, 2014 IEEE 57th International Midwest Symposium, (2014) 579-582.
[34] Ram Bhagat, D. R. Bhaskar and Pragati Kumar, Multifunction filter/inverse filter confi-guration employing CMOS CDBAs, Int. J. Recent Technology and Engineering, 8(4)(2019) 8844-8853.
[35] T. S. Rathore and Prasoon Vishwakarma, Single CDBA realization of inverse filters, Int. J. Electronics and Communication Engineering, 8(8)(2021) 1-3.