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IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 
_______________________________________________________________________________________ 
Volume: 03 Special Issue: 10 | NCCOTII 2014 | Jun-2014, Available @ http://www.ijret.org 124 
16nm BULK CMOS DOCCCII BASED CONFIGURABLE ANALOG 
BLOCK DESIGN FOR FIELD PROGRAMMABLE ANALOG ARRAY 
Sadia Shireen1, Mohd.Faseehuddin2 
1M.Tech Student, Electronics & Communication Dept., Integral University, Lucknow, India 
2M.Tech Student, Electronics & Communication Dept., Integral University, Lucknow, India 
Abstract 
Field programmable analog array (FPAA) is a rapidly growing technology for fast prototyping of analog signal processing 
systems facilitating the quick innovation at industry level with saving in terms of both time and cost. Analog signal processing is 
much faster and consumes less power than conventional digital signal processing, justifying the need for FPAA. Here we propose 
a Dual output current controlled current conveyor (DOCCCII) in 16nm bulk CMOS technology using PTM (High Performance 
16nm Metal Gate / High-K / Strained-Si parameter) and discuss its characteristic. DOCCCII is superior in design among Current 
Conveyors because it requires no additional resistance for activation, it has it’s own parasitic resistance tunable through biasing 
current and has high bandwidth (GHz range). A configurable analog block (CAB) is also proposed which mainly consists of the 
DOCCCII readily configurable to realize an application. This cab is used here for the realization of 2 
nd 
order filters. 
Keywords— FPAA, Configurable Analog Block, DOCCCII, Electronically Tunable Circuit Design 
--------------------------------------------------------------------***------------------------------------------------------------------ 
1. INTRODUCTION 
Recently, the demand for FPAA’s is increasing because it 
facilitates rapid prototyping and saves design time, design 
efforts, testing time and cost. It provides a platform for new 
innovation in analog domain, as complex circuits can be 
implemented on FPAA in short time by the end user. 
Substantial work on FPAA based on current mode has been 
reported in many important publications [1-5]. This work 
can be considered significant on the basis of various design 
matrices like high frequency [3,4], low power and low 
voltage [5] etc. Among different current mode circuits it is 
clear that current conveyor (CC) plays an important role in 
analog designing such as signal processing , instrumentation 
[6-8], and is a versatile building block for the present day 
scenario of low voltage low power VLSI [6,9,10]. A CC 
offers both low impedance input and high impedance input 
nodes simultaneously along with a voltage virtual short 
among the various input nodes like a conventional OPAMP 
[9, 10]. It exhibits improved slew rate [11,12], very high 
gain bandwidth product [13-14], larger dynamic range, 
greater linearity, small chip area, low power consumption 
[10,15] and Current controlled current conveyor (CCC) is 
another version, which exhibits a considerable resistance at 
the low impedance or current input (node X). It is reported 
that a CCC is more flexible [16] basically analog but 
extendible to digital applications [17-19]. Applications like 
passive comparator, regenerative comparator [19] ,D flip 
flop [17], XOR/XNOR [18], CMOS clock generator etc. can 
be seen in literature. A practical CC is deviation from ideal 
behavior, known as non-idealities [16, 20]. Some of these 
non-idealities play important roles, e.g. the parasitic 
resistance at the low impedance node (R 
X 
) leads to define a 
CCC. Likewise, other non-idealities also sometimes exhibit 
similar favorable effects [20]. Current negation and current 
duplication is very easy to obtain in case of a CCC, leading 
to DOCCC, MOCCC etc. 2 
nd 
generation is generally 
preferred, therefore CCCII, DOCCCII etc. are readily seen 
in literature. Here in this paper we design two configurable 
analog blocks (CAB) using the translinear DOCCCII, 
realized in 16nm bulk CMOS Technology using the PTM 
[21] CMOS model parameters. 
Fig 1- Block diagram representation of the dual output 
CCCII 
Here, 
2. CIRCUIT DISCRIPTION OF DOCCCII 
CCCII has parasitic resistance RX at the current input node 
and is tunable by the biasing current IB [15,20]. A 
DOCCCII can provide an output current signal and it’s 
quadrature signal simultaneously. The equivalent circuit 
symbol and the principle equation of DOCCCII are given in 
Figure 1.
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 
_______________________________________________________________________________________ 
Volume: 03 Special Issue: 10 | NCCOTII 2014 | Jun-2014, Available @ http://www.ijret.org 125 
The CMOS implementation of a class AB DOCCCII is 
presented in Figure 2. The circuit consists of a translinear 
loop consisting transistors M1 – M4. Two MOS current 
mirrors ( M5 – M6 and M7 – M8) are used to bias the 
translinear loop with bias current I 
B, 
the input cell presents a 
high input impedance at input port Y and a low input 
impedance at input port X. This cell acts as voltage follower. 
The current at node X is copied to output nodes Z+ and Z–. 
Currents Id18 and Id14 are cross-coupled through transistors 
M14, M15, M18 and M19 to generate negative current at Z-node. 
Details are shown in circuit below. 
Fig 2- Implementation of translinear DOCCCII 
3. DOCCCII BASED CAB 
A CAB is a block which can realize an application 
configurable in user domain. In the present work a pair of 
CAB’s is proposed which can accommodate a larger 
application spectrum, particularly, the quadratic or bi-quadratic 
applications, including various analog filters and 
sinusoidal oscillators. 
The CAB-1 contains a DOCCII, a capacitor at node Z+, and 
NMOS switch S1. 
The CAB-2 contains a DOCCCII, a conjoin of capacitor and 
resistor at node Y, a capacitor at node Z- and X and switches 
S2 – S8. These CAB’s are presented in Figure 3 and 4. In 
order to include the required capacitors and resistor 
respective NMOS switches associated with them are closed 
to configure the CAB’s for a given application. A number of 
these CAB’s can be used to construct FPAA and connected 
together through the switching matrix to realize variety of 
different applications. 
Fig 3- CAB 1 
Fig 4- CAB 2 
The switch is no more ideal, but is a jargon of large number 
of non-idealities like offset voltages and currents and 
various parasitic resistances, inductance and a large number 
of capacitances. Some of them are important in 
consideration with FPAA scheme as their effects are 
dominant. Therefore consideration is that their effects do not 
alter the circuit performance altogether. Here in this work 
we try to swamp the switch dominance over the application. 
For this purpose, an estimate is made for the total effect of 
various capacitances connected to a node and is assumed as 
a lumped model of the total capacitance at the node (e.g. 
C 
GTOTAL 
), also suggested by HSPICE. Besides this, channel 
resistance is also considered in our model. This model is 
affected by adjusting the external capacitance values and the 
switch aspect. 
4. SIMULATION RESULTS 
The performance of the DOCCCII and the CAB’s based on 
it are verified by performing H-spice simulations. The 
utilized aspect ratios of the DOCCCII are given in TABLE 
II and the simulation results are summarized in TABLE I. 
AC analysis and bandwidth plot in Figure 5.
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 
_______________________________________________________________________________________ 
Volume: 03 Special Issue: 10 | NCCOTII 2014 | Jun-2014, Available @ http://www.ijret.org 126 
Fig 5: AC analysis for node Z+ at IX=1uA. 
The working of the proposed models is demonstrated by 
running an application with the original circuit on as it is 
basis and then the same application is realized by using the 
CAB’s which are shown in Figure 3 and 4. 
The applications realized include second-order low-pass, 
band-pass and notch pass filters from the already published 
work. The results show the waveforms are given in Figure 
7(a), 7(b) and 9 and the results are summarized in TABLE 
III. In Figure 6(a) a filter structure given in [22] is realized 
using the designed CAB-2 respective switches are closed 
namely (S2,S3,S5,S6,S7). In figure 8(a) a current mode 
filter structure given [12] is realized using both the CAB’s 
and the required components are included by closing 
switches (S3,S6,S8). In simulation results shown in Figure 
7(a), 7(b) and 9 the first waveform shows response of filters 
realized without CAB and the second waveform shows 
response of filters realized using CAB. The two CAB’s will 
be connected by interconnect matrix on the FPAA not 
shown here. 
Fig 6 (a) & 6(b) - realization of filter using CAB and 
without CAB 
Fig 7(a) - Simulation response of notch pass filter using 
figure 6(a) and figure 6(b)
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 
_______________________________________________________________________________________ 
Volume: 03 Special Issue: 10 | NCCOTII 2014 | Jun-2014, Available @ http://www.ijret.org 127 
Fig 7(b) - simulation response of band pass filter using 
figure 6(a) and figure 6(b) 
Fig 8(a) & 8(b) - realization of filter using CAB’s and 
without CAB’s 
Fig 9-Simulation response of low pass filter using 8(a) and 
8(b) 
5. CONCLUSIONS 
A new design for configurable analog block based on 
DOCCCII for high frequency applications is proposed. 
Using these CAB together with programmable interconnect 
FPAA can be constructed which will efficiently realise a 
number of 2 
nd 
order filter topologies, oscillators and 
amplifiers. 
REFERENCES 
[1]. X.Quan,S.Embabi,and E.Sanchez-Sinencio, ”A current-mode 
based field programmable analog array architecture 
for signal processing applications,”in proc.IEEE Custom 
Integr. Circuits Conf.,May 1998,pp.277-280. 
[2]. G.Kapur, S.Mittal, C.M.Markan, V.P.Pyara, “To 
develop a design methodology for a Analog Field
IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 
_______________________________________________________________________________________ 
Volume: 03 Special Issue: 10 | NCCOTII 2014 | Jun-2014, Available @ http://www.ijret.org 128 
Programmable CMOS Current Conveyor”, proceedings of IEEE student conference SCES 2012, MNNIT, Allahabad, 16th -18th March, 2012. [3]. S. H. K. Embabi, X. Quan, N. Oki, A. MANJREKAR AND E. Sa’nchez-Sinencio, A Cuurent -Mode Based Field Programmable Analog Array for Signal Processing Applications, Analog Integrated Circuits and Signal Processing,Vol17,Issue 1-2,pp 125-142 .1998 [4]. Vincent C.Gaudet. Glenn Gulak “ CMOS Implementation of a Current Conveyor-Based Field- Programmable Analog Array”, 1058-6393/98 IEEE. [5]. Soliman Mahmoud,Eman Soliman, “Novel CCII-based Field Programmable Analog Array and its Application to a Sixth- Order Butterworth LPF. Journal of Circuits, Systems and Computers” Journal of Circuits,Systems and Computers, volume20,Issue 08,December 2011. [6]. S. Sedra, G. W. Roberts, and F. Gohh, “The current conveyor: History, progress and new results,” Processing. Institute. Elect. Eng. Part G, vol. 137, no. 2, pp. 78–87, Apr. 1990. [7]. R. Senani, “Novel circuit implementation of current conveyors using an OA and an OTA,” Electron. Lett. , vol. 16, no. 1, pp. 2–3, January 1980. [8]. B. Wilson, “Recent developments in current conveyors and current mode circuits,” IEE Processing, Pt. G, vol. 137, pp. 63-77, April 1990. [9]. C. Toumazou, A. Payne, D. Haigh. “Analogue IC design: The current mode approach”, Peter Peregrinus 1990. [10]. Giuseppe Ferri and Nicola .C.Guerrinni, “Low voltage low power CMOS current conveyors”, Print ©2003 Kluwer academic publishers, Dordrecht [11]. B. Wilson. “Constant bandwidth amplification using current conveyors”. International Journal of Electronics, no. 65, pp. 893-898, 1988. [12]. Zia Abbas, Giuseppe Scotti and Mauro Olivieri, “Current controlled current conveyor (CCCII) and application using 65nm technology”, World Academy of Science, Engineering and Technology 55, 2011 [13]. C.H. Lee, J. Cornish, K. McClellan, J. Choma Jr., “Current-Mode Approach for Wide-Gain Bandwidth Product Architecture”, IEEE Trans. Cir. Sys. II, Vol. 45, May 1998. [14]. L.N. Alves, R.L. Aguiar, “A Differential Current- Conveyor Based Buffer for High-Bandwidth Low-Signal Applications”, ICECS99, Paphos, Cyprus, Sep. [15]. A.Fabre, O. Saaid, F. Wiest, and C. Baucheron, High frequency applications based on a new current controlled conveyor, IEEE Transactions. Circuits System-I, vol. 43,no. 2, pp. 82-90, 1996F. Yuan, CMOS Current-Mode Circuits for DATA Communications, Springer Verlag, 2007. [16]. M.Y.Yasin, Bal Gopal “High Frequency Oscillator Design Using a Single 45 nm CMOS Current Controlled Current Conveyor (CCCII+) with Minimum Passive Components” Circuits and Systems,2011,2,53-59, doi:10.4236/cs.2011.22009 [17]. M.Y.YASIN. “A Novel bipolar XOR/XNOR realization using translinear type 2nd generation current controlled current conveyor designed in 45 nm CMOS technology”,Actaelectrotechnicha,vol.54, no.1, pp. 3-6, 2013; 
[18]. Firdaus Majeed. “Low voltage low power redesign of CCCII in 45 nm CMOS technology and its analog and digital applications” M.Tech thesis , May 2011,selected 3rd by IAS-IEEE;IEEE industry applications magazine,vol.17, no.6,pp.74, ISSN 1077-2618,Nov-Dec 2011 
[19]. Firdaus Majeed, M.Y.Yasin, “A novel voltage comparator and its application-A new simple configuration based on 45 nm 2nd generation CMOS current controlled current conveyor”, Mediamira Science publisher,vol.53, no.2,2012. [20]. Pipat Prommee,Montri sondunyakanok, “ CMOS based current controlled DDCC and its applications to capacitance multiplier and universal filter” Int.J.Commun.(AEU) 65 pp.1-8, 2011. [21]. Predictive Technology Model, 2006 http://ptm.asu.edu. [22]. Jai Prakash,Pradep Kumar,“Voltage Mode Second Order BiquadraticFilters Using Single CCCII” international Journal of Electronics Engineering, vol. 3,pp. 257-260, 2011.

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16nm bulk cmos docccii based configurable analog

  • 1. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________ Volume: 03 Special Issue: 10 | NCCOTII 2014 | Jun-2014, Available @ http://www.ijret.org 124 16nm BULK CMOS DOCCCII BASED CONFIGURABLE ANALOG BLOCK DESIGN FOR FIELD PROGRAMMABLE ANALOG ARRAY Sadia Shireen1, Mohd.Faseehuddin2 1M.Tech Student, Electronics & Communication Dept., Integral University, Lucknow, India 2M.Tech Student, Electronics & Communication Dept., Integral University, Lucknow, India Abstract Field programmable analog array (FPAA) is a rapidly growing technology for fast prototyping of analog signal processing systems facilitating the quick innovation at industry level with saving in terms of both time and cost. Analog signal processing is much faster and consumes less power than conventional digital signal processing, justifying the need for FPAA. Here we propose a Dual output current controlled current conveyor (DOCCCII) in 16nm bulk CMOS technology using PTM (High Performance 16nm Metal Gate / High-K / Strained-Si parameter) and discuss its characteristic. DOCCCII is superior in design among Current Conveyors because it requires no additional resistance for activation, it has it’s own parasitic resistance tunable through biasing current and has high bandwidth (GHz range). A configurable analog block (CAB) is also proposed which mainly consists of the DOCCCII readily configurable to realize an application. This cab is used here for the realization of 2 nd order filters. Keywords— FPAA, Configurable Analog Block, DOCCCII, Electronically Tunable Circuit Design --------------------------------------------------------------------***------------------------------------------------------------------ 1. INTRODUCTION Recently, the demand for FPAA’s is increasing because it facilitates rapid prototyping and saves design time, design efforts, testing time and cost. It provides a platform for new innovation in analog domain, as complex circuits can be implemented on FPAA in short time by the end user. Substantial work on FPAA based on current mode has been reported in many important publications [1-5]. This work can be considered significant on the basis of various design matrices like high frequency [3,4], low power and low voltage [5] etc. Among different current mode circuits it is clear that current conveyor (CC) plays an important role in analog designing such as signal processing , instrumentation [6-8], and is a versatile building block for the present day scenario of low voltage low power VLSI [6,9,10]. A CC offers both low impedance input and high impedance input nodes simultaneously along with a voltage virtual short among the various input nodes like a conventional OPAMP [9, 10]. It exhibits improved slew rate [11,12], very high gain bandwidth product [13-14], larger dynamic range, greater linearity, small chip area, low power consumption [10,15] and Current controlled current conveyor (CCC) is another version, which exhibits a considerable resistance at the low impedance or current input (node X). It is reported that a CCC is more flexible [16] basically analog but extendible to digital applications [17-19]. Applications like passive comparator, regenerative comparator [19] ,D flip flop [17], XOR/XNOR [18], CMOS clock generator etc. can be seen in literature. A practical CC is deviation from ideal behavior, known as non-idealities [16, 20]. Some of these non-idealities play important roles, e.g. the parasitic resistance at the low impedance node (R X ) leads to define a CCC. Likewise, other non-idealities also sometimes exhibit similar favorable effects [20]. Current negation and current duplication is very easy to obtain in case of a CCC, leading to DOCCC, MOCCC etc. 2 nd generation is generally preferred, therefore CCCII, DOCCCII etc. are readily seen in literature. Here in this paper we design two configurable analog blocks (CAB) using the translinear DOCCCII, realized in 16nm bulk CMOS Technology using the PTM [21] CMOS model parameters. Fig 1- Block diagram representation of the dual output CCCII Here, 2. CIRCUIT DISCRIPTION OF DOCCCII CCCII has parasitic resistance RX at the current input node and is tunable by the biasing current IB [15,20]. A DOCCCII can provide an output current signal and it’s quadrature signal simultaneously. The equivalent circuit symbol and the principle equation of DOCCCII are given in Figure 1.
  • 2. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________ Volume: 03 Special Issue: 10 | NCCOTII 2014 | Jun-2014, Available @ http://www.ijret.org 125 The CMOS implementation of a class AB DOCCCII is presented in Figure 2. The circuit consists of a translinear loop consisting transistors M1 – M4. Two MOS current mirrors ( M5 – M6 and M7 – M8) are used to bias the translinear loop with bias current I B, the input cell presents a high input impedance at input port Y and a low input impedance at input port X. This cell acts as voltage follower. The current at node X is copied to output nodes Z+ and Z–. Currents Id18 and Id14 are cross-coupled through transistors M14, M15, M18 and M19 to generate negative current at Z-node. Details are shown in circuit below. Fig 2- Implementation of translinear DOCCCII 3. DOCCCII BASED CAB A CAB is a block which can realize an application configurable in user domain. In the present work a pair of CAB’s is proposed which can accommodate a larger application spectrum, particularly, the quadratic or bi-quadratic applications, including various analog filters and sinusoidal oscillators. The CAB-1 contains a DOCCII, a capacitor at node Z+, and NMOS switch S1. The CAB-2 contains a DOCCCII, a conjoin of capacitor and resistor at node Y, a capacitor at node Z- and X and switches S2 – S8. These CAB’s are presented in Figure 3 and 4. In order to include the required capacitors and resistor respective NMOS switches associated with them are closed to configure the CAB’s for a given application. A number of these CAB’s can be used to construct FPAA and connected together through the switching matrix to realize variety of different applications. Fig 3- CAB 1 Fig 4- CAB 2 The switch is no more ideal, but is a jargon of large number of non-idealities like offset voltages and currents and various parasitic resistances, inductance and a large number of capacitances. Some of them are important in consideration with FPAA scheme as their effects are dominant. Therefore consideration is that their effects do not alter the circuit performance altogether. Here in this work we try to swamp the switch dominance over the application. For this purpose, an estimate is made for the total effect of various capacitances connected to a node and is assumed as a lumped model of the total capacitance at the node (e.g. C GTOTAL ), also suggested by HSPICE. Besides this, channel resistance is also considered in our model. This model is affected by adjusting the external capacitance values and the switch aspect. 4. SIMULATION RESULTS The performance of the DOCCCII and the CAB’s based on it are verified by performing H-spice simulations. The utilized aspect ratios of the DOCCCII are given in TABLE II and the simulation results are summarized in TABLE I. AC analysis and bandwidth plot in Figure 5.
  • 3. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________ Volume: 03 Special Issue: 10 | NCCOTII 2014 | Jun-2014, Available @ http://www.ijret.org 126 Fig 5: AC analysis for node Z+ at IX=1uA. The working of the proposed models is demonstrated by running an application with the original circuit on as it is basis and then the same application is realized by using the CAB’s which are shown in Figure 3 and 4. The applications realized include second-order low-pass, band-pass and notch pass filters from the already published work. The results show the waveforms are given in Figure 7(a), 7(b) and 9 and the results are summarized in TABLE III. In Figure 6(a) a filter structure given in [22] is realized using the designed CAB-2 respective switches are closed namely (S2,S3,S5,S6,S7). In figure 8(a) a current mode filter structure given [12] is realized using both the CAB’s and the required components are included by closing switches (S3,S6,S8). In simulation results shown in Figure 7(a), 7(b) and 9 the first waveform shows response of filters realized without CAB and the second waveform shows response of filters realized using CAB. The two CAB’s will be connected by interconnect matrix on the FPAA not shown here. Fig 6 (a) & 6(b) - realization of filter using CAB and without CAB Fig 7(a) - Simulation response of notch pass filter using figure 6(a) and figure 6(b)
  • 4. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________ Volume: 03 Special Issue: 10 | NCCOTII 2014 | Jun-2014, Available @ http://www.ijret.org 127 Fig 7(b) - simulation response of band pass filter using figure 6(a) and figure 6(b) Fig 8(a) & 8(b) - realization of filter using CAB’s and without CAB’s Fig 9-Simulation response of low pass filter using 8(a) and 8(b) 5. CONCLUSIONS A new design for configurable analog block based on DOCCCII for high frequency applications is proposed. Using these CAB together with programmable interconnect FPAA can be constructed which will efficiently realise a number of 2 nd order filter topologies, oscillators and amplifiers. REFERENCES [1]. X.Quan,S.Embabi,and E.Sanchez-Sinencio, ”A current-mode based field programmable analog array architecture for signal processing applications,”in proc.IEEE Custom Integr. Circuits Conf.,May 1998,pp.277-280. [2]. G.Kapur, S.Mittal, C.M.Markan, V.P.Pyara, “To develop a design methodology for a Analog Field
  • 5. IJRET: International Journal of Research in Engineering and Technology eISSN: 2319-1163 | pISSN: 2321-7308 _______________________________________________________________________________________ Volume: 03 Special Issue: 10 | NCCOTII 2014 | Jun-2014, Available @ http://www.ijret.org 128 Programmable CMOS Current Conveyor”, proceedings of IEEE student conference SCES 2012, MNNIT, Allahabad, 16th -18th March, 2012. [3]. S. H. K. Embabi, X. Quan, N. Oki, A. MANJREKAR AND E. Sa’nchez-Sinencio, A Cuurent -Mode Based Field Programmable Analog Array for Signal Processing Applications, Analog Integrated Circuits and Signal Processing,Vol17,Issue 1-2,pp 125-142 .1998 [4]. Vincent C.Gaudet. Glenn Gulak “ CMOS Implementation of a Current Conveyor-Based Field- Programmable Analog Array”, 1058-6393/98 IEEE. [5]. Soliman Mahmoud,Eman Soliman, “Novel CCII-based Field Programmable Analog Array and its Application to a Sixth- Order Butterworth LPF. Journal of Circuits, Systems and Computers” Journal of Circuits,Systems and Computers, volume20,Issue 08,December 2011. [6]. S. Sedra, G. W. Roberts, and F. Gohh, “The current conveyor: History, progress and new results,” Processing. Institute. Elect. Eng. Part G, vol. 137, no. 2, pp. 78–87, Apr. 1990. [7]. R. Senani, “Novel circuit implementation of current conveyors using an OA and an OTA,” Electron. Lett. , vol. 16, no. 1, pp. 2–3, January 1980. [8]. B. Wilson, “Recent developments in current conveyors and current mode circuits,” IEE Processing, Pt. G, vol. 137, pp. 63-77, April 1990. [9]. C. Toumazou, A. Payne, D. Haigh. “Analogue IC design: The current mode approach”, Peter Peregrinus 1990. [10]. Giuseppe Ferri and Nicola .C.Guerrinni, “Low voltage low power CMOS current conveyors”, Print ©2003 Kluwer academic publishers, Dordrecht [11]. B. Wilson. “Constant bandwidth amplification using current conveyors”. International Journal of Electronics, no. 65, pp. 893-898, 1988. [12]. Zia Abbas, Giuseppe Scotti and Mauro Olivieri, “Current controlled current conveyor (CCCII) and application using 65nm technology”, World Academy of Science, Engineering and Technology 55, 2011 [13]. C.H. Lee, J. Cornish, K. McClellan, J. Choma Jr., “Current-Mode Approach for Wide-Gain Bandwidth Product Architecture”, IEEE Trans. Cir. Sys. II, Vol. 45, May 1998. [14]. L.N. Alves, R.L. Aguiar, “A Differential Current- Conveyor Based Buffer for High-Bandwidth Low-Signal Applications”, ICECS99, Paphos, Cyprus, Sep. [15]. A.Fabre, O. Saaid, F. Wiest, and C. Baucheron, High frequency applications based on a new current controlled conveyor, IEEE Transactions. Circuits System-I, vol. 43,no. 2, pp. 82-90, 1996F. Yuan, CMOS Current-Mode Circuits for DATA Communications, Springer Verlag, 2007. [16]. M.Y.Yasin, Bal Gopal “High Frequency Oscillator Design Using a Single 45 nm CMOS Current Controlled Current Conveyor (CCCII+) with Minimum Passive Components” Circuits and Systems,2011,2,53-59, doi:10.4236/cs.2011.22009 [17]. M.Y.YASIN. “A Novel bipolar XOR/XNOR realization using translinear type 2nd generation current controlled current conveyor designed in 45 nm CMOS technology”,Actaelectrotechnicha,vol.54, no.1, pp. 3-6, 2013; [18]. Firdaus Majeed. “Low voltage low power redesign of CCCII in 45 nm CMOS technology and its analog and digital applications” M.Tech thesis , May 2011,selected 3rd by IAS-IEEE;IEEE industry applications magazine,vol.17, no.6,pp.74, ISSN 1077-2618,Nov-Dec 2011 [19]. Firdaus Majeed, M.Y.Yasin, “A novel voltage comparator and its application-A new simple configuration based on 45 nm 2nd generation CMOS current controlled current conveyor”, Mediamira Science publisher,vol.53, no.2,2012. [20]. Pipat Prommee,Montri sondunyakanok, “ CMOS based current controlled DDCC and its applications to capacitance multiplier and universal filter” Int.J.Commun.(AEU) 65 pp.1-8, 2011. [21]. Predictive Technology Model, 2006 http://ptm.asu.edu. [22]. Jai Prakash,Pradep Kumar,“Voltage Mode Second Order BiquadraticFilters Using Single CCCII” international Journal of Electronics Engineering, vol. 3,pp. 257-260, 2011.