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Bulletin of Electrical Engineering and Informatics
Vol. 7, No. 2, June 2018, pp. 314~322
ISSN: 2302-9285, DOI: 10.11591/eei.v7i2.870  314
Journal homepage: http://journal.portalgaruda.org/index.php/EEI/index
Noise and Bandwidth Consideration in Designing Op-Amp
Based Transimpedance Amplifier for VLC
Trio Adiono, Rachmad Vidya Wicaksana Putra, Syifaul Fuada
University Center of Excellence on Microelectronics, Institut Teknologi Bandung
IC Design laboratory, PAU Building 4th floor, ITB Campus, Jln. Tamansari No.126, Bandung (40132), Indonesia
Article Info ABSTRACT
Article history:
Received Dec 05, 2017
Revised May 06, 2018
Accepted May 20, 2018
In a visible light communication (VLC) system, there are many modules
involved. One of the important modules is Transimpedance Amplifier (TIA)
that resides in the analog front-end receiver (Rx-AFE). TIA is responsible for
performing signal conversion from current signal, which is provided from the
photodiode (PD) to voltage signal. It is the reason why the TIA should be
operating in low noise condition and wide bandwidth of frequency. These
will enable a flexible coverage of the VLC system in performing its signal
processing. Hence, in this research, we provide considerations of the noise
and frequency bandwidth analysis in designing TIA to cope with the required
design specification of a VLC system.
Keywords:
Noise and bandwidth analysis
Transimpedance amplifier
Visible Light Communication
(VLC)
Copyright © 2018 Institute of Advanced Engineering and Science.
All rights reserved.
Corresponding Author:
Syifaul Fuada,
University Center of Excellence on Microelectronics,
Institut Teknologi Bandung,
IC Design laboratory, PAU Building 4th floor, ITB Campus,
Jln. Tamansari No.126, Bandung (40132), Indonesia
Email: syifaulfuada@pme.itb.ac.id
1. INTRODUCTION
Visible Light Communication (VLC) is an alternative method for wireless communication besides
radio frequency (RF) based communication. It uses visible light with the wavelength ranging from 380 nm –
780 nm as communication medium [1]. VLC also has several advantages compared to RF and infrared (IR),
such as high-speed communication and robustness against electromagnetic interference [2]. Moreover, it is
considered to be efficient and safe for daily implementation [3]. Nowadays, VLC becomes a popular topic to
investigate because of its potential and future vision of applications. Many kinds of research have been
conducted to enable this optical wireless communication technology. There are several interesting topics
which are extensively discussed, such as:
a. Modulation scheme: Pulse Width Modulation [4]-[7], Pulse Position Modulation [8], Binary Phase-shift
Keying [9-10], Quadrature Phase-shift Keying [11], Quadrature Amplitude Modulation [12] and etc;
b. Analog front-end (AFE) design: AFE circuit [13]-[14], analog filter circuits [15]-[16], automatic gain
controller design [17]-[19], LED driver design [20]-[24], TIA [25], and etc.;
c. VLC’s noise investigation: [26]-[28];
d. Digital signal processing (DSP): DSP prototyping [29], Viterbi encoder [30]-[31], system-on-chip (SoC)
[32-33], and etc.;
e. Simulation model [34];
f. The applications: robotics [35], transportation [36], medical devices [37], audio transmission system [38-
39], light fidelity [40-41] and etc.
g. Security issues [42];
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Noise and Bandwidth Consideration in Designing Op-Amp Based Transimpedance Amplifier... (Trio Adiono)
315
Moreover, VLC technology rises with the support of Light Emitting Diode (LED) technology
development because LED can be switched in high speed which is required for VLC implementation. The
use of LED for VLC has other benefits that can be achieved as well, such as better efficiency and longer
lifetime than standard neon or light bulb. Hence, VLC technology is very interesting topic to investigate.
In a VLC system, there are many modules involved. One of them is Transimpedance Amplifier
(TIA) which resides in the receiver (Rx). TIA is used to convert current signal produced by a photodiode
(PD), to voltage signal. In order to make it works properly, TIA should operate in low noise condition and
wide bandwidth of frequency. These conditions enable a flexible coverage and functionalities of the
following signal processing in VLC system. Hence, in this paper, we observe the considerations in designing
TIA in terms of noise and frequency bandwidth analysis to full fill the specification of a VLC system.
Hopefully, it can give a picture of what to consider in designing Operational Amplifier (Op-Amp) based TIA
for VLC system in terms of noise and bandwidth issues.
This paper is presented in several sections. The first one is the introduction, the second one is
general VLC system and the third one is related theories on noise and bandwidth analysis. The noise and
bandwidth analysis are presented in the fourth section along with case study. It will be followed and enclosed
by concluding remarks and references, respectively.
2. RELATED THEORIES
The general circuit of Op-Amp based TIA is depicted in Figure 2. From literature, we can find that
the noise analysis on Transimpedance Amplifier (TIA) is extensively studied. In summary, there are three
main sources of noise in TIA, they are input current noise, input voltage noise and the feedback resistor
thermal noise [43-44]. The main equations of the noise from input current, input voltage and feedback
resistor thermal are presented in Equation 1, Equation 2 and Equation 3 respectively.
Figure 2. The general circuit of Op-Amp based TIA for VLC
ENBW
f
n
current R
I
N  (1)
2
2
2 p
voltage f
N
N

 (2)
ENBW
4 f
R kTR
N f
 (3)
The noise from input current (Ncurrent) is defined to be a result of multiplication among Op-Amp
current noise density (In), feedback resistor (Rf) and the square root of equivalent noise bandwidth (ENBW).
We can observe that Ncurrent is proportional with the value of all mentioned parameters. The definition of
ENBW is given in Equation 4 and it is proportional to the -3dB frequency. The -3dB frequency itself is a
function formed by gain bandwidth product frequency (fGBP), feedback resistor (Rf) and total capacitor (CT),
which can be stated as Equation 5 for clear formulation. Here, the definition of the total capacitor is total
capacitance emerged from photodiode (Csh) and input of Op-Amp (Ci) as stated in Equation 6.
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316
2
ENBW 3

dB
f
 (4)
T
f
GBP
dB
C
R
f
f

2
3 
 (5)
sh
i
T C
C
C 
 (6)
The noise from input voltage (Nvoltage) is defined to be a result of multiplication among plateau noise
(N2) and square root of second pole (fp2) times π/2. With the assumptions that the first pole and zero of the
output noise density is minimum a decade lower than the second pole, thus the output noise is equal to the
plateau noise [43]. The equation of N2 is presented in Equation 7. It includes the voltage noise density (en),
Op-Amp input capacitance Ci, shunt capacitor from photodiode Csh and the feedback capacitor Cf, as the
function variables. In other hand, the fp2 is constructed by fGBP, Ci, Csh and Cf as presented in Equation 8.
The feedback capacitor Cf is placed across Rf to create a pole at fp in noise gain function in order to
maintain the stability [39] as illustrated in Figure 3. This placement definition of feedback capacitor Cf can be
stated as Equation 9.







 


f
f
sh
i
n
C
C
C
C
e
N2 (7)











f
sh
i
f
GBP
p
C
C
C
C
f
f 2
(8)
Figure 3. The bode plot graph of intersection between noise gain with Op-Amp open-loop gain [45]
GBP
f
sh
i
GBP
f
T
f
f
R
C
C
f
R
C
C

 2
2


 (9)
Last one is the noise from feedback resistor (NRf). It is defined by square root of multiplication
among the Boltzmann constant (k), temperature in Kelvin (T), Rf, ENBW and value of 4. We have described
BEEI ISSN: 2302-9285 
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317
the definition ENBW, thus we can obtain the result faster using the previously calculated value of ENBW.
All noise values from three noise sources have been obtained, thus we can calculate the total noise (Ntotal)
occurred in the TIA circuit. Since, these three noise sources are independents, the total noise is the root-sum-
square (RSS) from all of noise sources as stated in Equation 10. A low pass filter (LPF) on the output of TIA
is beneficial to reduce the Ntotal if fp2 is much higher than the signal bandwidth fGBP [45].
2
2
2
f
R
voltage
current
total N
N
N
N 

 (10)
3. THE ANALYSIS AND CASE STUDY
3.1. Mathematical Analysis
From the third section, we see that there is a mathematical relation between noise and bandwidth
frequency in designing TIA. Firstly, if we observe in input current noise Ncurrent, we can derive Equation 11
from the existing equations. Noise of input current is mathematically proportional to the gain bandwidth
product frequency (fGBP). Hence, if we want to cover a wider bandwidth fGBP, it could end up with the
increasing of the input current noise Ncurrent. Basically, the value of Rf and CT can be chosen, so that the Rf is
low and CT is high to minimize the input current noise Ncurrent. But of course, the selection of Rf and CT
depends on the capability of the chosen Op-Amp and its corresponding characteristics.
 
4
1
3
2
1
2
1
2
1
3
8
2
2
2



































 
sh
i
f
GBP
n
T
f
GBP
f
n
dB
f
n
current
C
C
R
f
I
C
R
f
R
I
f
R
I
N




(11)
Secondly, if we observe the input voltage noise Nvoltage, we can derive Equation 12 from the existing
equations. The input voltage noise Nvoltage is proportional to the gain bandwidth product frequency fGBP. This
manner is just like the Ncurrent. Hence, if we want to cover wider bandwidth fGBP, the input voltage noise
Nvoltage could end up to be higher as well. The interesting part is that the total capacitance CT is proportional to
the input voltage noise Nvoltage. This manner is different with Ncurrent. Thus, these conditions need to be
strategically compensated and could be a trade-off for Op-Amp devices selection.
 ISSN: 2302-9285
BEEI, Vol. 7, No. 2, June 2018 : 314 – 322
318
2
1
2
1
2
1
2
1
2
1
2
1
2
1
1
2
2
2
2
2
2
2












































 













































 







 


















 



























 


GBP
f
sh
i
sh
i
GBP
n
GBP
f
sh
i
GBP
f
sh
i
sh
i
GBP
n
f
f
sh
i
GBP
n
f
sh
i
f
GBP
f
f
sh
i
n
voltage
f
R
C
C
C
C
f
e
f
R
C
C
f
R
C
C
C
C
f
e
C
C
C
C
f
e
C
C
C
C
f
C
C
C
C
e
N







 
2
1
2
1
3
3
2
2 

















 GBP
sh
i
GBP
f
n f
C
C
f
R
e


(12)
Lastly, if we observe the equation of feedback resistor noise NRf, we can extract this equation as
presented in Equation 13. Position of the gain bandwidth product frequency (fGBP) is proportional to the
feedback resistor noise NRf. Basically, the value of Rf and CT could be chosen, thus the Rf is low and CT is
high in order to minimize the NRf. It is similar with the idea in the Ncurrent section.
 
2
1
2
1
2
1
2
1
2
1
2
1
2
1
3
2
2
2
4
2
2
4
2
4

































































 
sh
i
f
GBP
sh
i
f
GBP
f
T
f
GBP
f
dB
f
R
C
C
R
f
kT
C
C
R
f
kTR
C
R
f
kTR
f
kTR
N f






(13)
These mathematical analysis lead to the main idea on low noise design of input current noise Ncurrent,
input voltage noise Nvoltage and feedback resistor NRf. In the first case, the Ncurrent is synchronous and
convergent with NRf, because the Rf needs to be designed as low as possible and the CT as high as possible for
obtaining low noise design. Meanwhile in case of Nvoltage, a bit contrary manner emerges, because both of the
Rf and CT need to be designed as low as possible. Besides, other important thing that we also need to consider
is the selection of Rf and CT depends on the operational characteristics of the Op-Amp device itself.
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319
3.2. Case Study: Profiling Op-Amps for VLC TIA
In this sub-section, we investigate two kinds of Op-Amp for case study on designing TIA circuit for
VLC system. Here, we use Op-Amp OPA656 and AD8011AN and give various condition of bandwidth as
free variables in order to find the noise response. Other variables are designed to remain controlled in
particular value as presented in Table I. The selection of values for these parameters depends on the datasheet
for Op-Amp operational characteristics. Results of these experiments are presented in Figure 4 – Figure 7 as
graphs.
Table 1. Op-Amps Parameters
Op-Amp Rf (Ω)
Csh
(Farad)
Ci
(Farad)
en
(V/√Hz)
In (A/√Hz)
OPA-656 47×103
3.5×10-12
3.4×10-12
7×10-9
1.3×10-15
AD8011AN 47×103
3.5×10-12
2.3×10-12
2×10-9
5.0×10-12
Figure 4 is a graph of input current noise Ncurrent vs gain bandwidth product frequency fGBP. We can
see that noise performance for Op-Amp OPA656 is lower than AD8011AN. It shows that the current noise
density In holds a dominant role in determining the Ncurrent here, Rf is proportional and CT is disproportional. It
is a bit contrary to the input voltage noise Nvoltage in Figure 5. In this case, value of Nvoltage is affected
proportionally by the value of Rf, CT and en. It is supported by Table I in which the capacitor and noise
density values are higher in OPA656 than AD8011AN. Meanwhile, the feedback resistor noises NRf between
these Op-Amps are close to each other as proven in Figure 6. If we trace the equations, we see that the
difference between these two Op-Amps is only on capacitor value. A slight difference in capacitor values
produce a slight difference in overall NRf.
Figure 4. Graph of Ncurrent vs fGBP Figure 5. Graph of Nvoltage vs fGBP
Figure 6. Graph of NRf vs fGBP
In terms of the total noise Ntotal, Figure 7 shows that the Ntotal produced by OPA656 is lower than
AD8011AN. Thanks to the huge gap on the current noise density In in two Op-Amps, which contribute a
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huge gap in the total noise Ntotal. Hence, we can easily choose Op-Amp with the lower noise to use. It could
be different if we use other kind of Op-Amp. Therefore, thorough design consideration are expected in
selecting the best Op-Amp device for a particular designated VLC system.
Figure 7. Graph of Ntotal vs fGBP
4. CONCLUSION
The idea on designing a low Ncurrent, Nvoltage and NRf for VLC TIA are not exactly the same for all of
them. In case of Ncurrent and NRf, the Rf needs to be designed as low as possible and the CT as high as possible
for obtaining low noise design. Meanwhile in case of Nvoltage, both of the Rf and CT need to be designed as low
as possible. Therefore, a thorough design consideration are expected, because we also need to consider the
selection of Rf and CT depends on the operational characteristics of the Op-Amp device itself for a particular
designated VLC system.
NOTATIONS
The notation used throughout the paper are stated below,
Indexes:
current
N Op-Amp input current noise [dB]
voltage
N Op-Amp input voltage noise [dB]
f
R
N Feedback resistor noise [dB]
total
N Total transimpedance amplifier circuit noise [dB]
n
I Op-Amp current noise density [A/√Hz]
f
R Feedback resistor [Ω]
ENBW Equivalent noise bandwidth [Hz]
2
N Plateau noise [dB]
p
f Pole frequency [Hz]
2
p
f Second-pole frequency [Hz]
GBP
f Frequency of gain bandwidth product [Hz]
T Temperature [K]
dB
f 3
 Cut-off frequency or the –3dB frequency [Hz]
n
e Voltage noise density [V/√Hz]
f
C Feedback capacitance [F]
T
C Total capacitance [F]
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sh
C Photodiode’s shunt capacitance [F]
i
C Op-Amp input capacitance [F]
Constants:
k Boltzmann’s constant = 1.38 × 10−23 [J/K]
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Computer, and Electrical Engineering (ICITACEE). Semarang, Indonesia. October 2016: 31-35.
[26] Adiono T and Fuada S. Investigation of Optical Interference Noise Characteristics in Visible Light Communication
System. Proc. of the 2017 Int. Symp. on Nonlinear Theory and Its Applications (NOLTA). Cancun,
Mexico. December 2017: 612-615.
[27] Fuada S, Putra AP, Aska Y, and Adiono T. Noise Analysis of Trans-impedance Amplifier (TIA) in Variety Op
Amp for use in Visible Light Communication (VLC) System. Int. J. of Electrical and Computer Engineering
(IJECE). February 2018; Vol. 8(1): 159-171.
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Impedance Amplifier (TIA). Jurnal of TELKOMNIKA. September 2017; 15(3): 1012-1021.
[29] Fuada S, Putra AP, Aska Y, Pradana A, Setiawan E, and Adiono T. Implementasi Perangkat Digital Signal
Processing untuk Sistem Komunikasi Cahaya Tampak. Jurnal Ilmiah Teknik Elektro (JETri). Februari 2018; 1(52):
101-126.
[30] Adiono T, Aska Y, Fuada S, and Purwita AA. Design of an OFDM System for VLC with a Viterbi Decoder. IEIE
Transaction on Smart Processing and Computing (SPC). December 2017; 6(6): 455-465.
[31] Adiono T, Aska Y, Purwita AA, Fuada S, and Putra AP. Modeling OFDM system with Viterbi Decoder Based
Visible Light Communication. Proc. of the Int. Conf. on Electronic, Information and Communication (ICEIC).
Phuket, Thailand. January 2017.
[32] Putra AP, Fuada S, Aska Y, and Adiono T. System-on-Chip Architecture for High-Speed Data Acquisition in
Visible Light Communication System. Proc. of the IEEE Int. Symposium on Electronics and Smart Devices
(ISESD). Bandung, Indonesia. October 2016: 63-67.
[33] Adiono T, Fuada S, and Saputro RA. Rapid Development of System-on-Chip (SoC), for Network-Enabled Visible
Light Communications. Int. J. of Recent Contributions from Engineering, Science and IT (iJES). 2018; 6(1).
[34] Fuada S, Putra AP, and Adiono T. Analysis of Received Power Characteristics of Commercial Photodiodes in
Indoor LoS Channel Visible Light Communication. Int. J. of Advanced Computer Science and Applications
(IJACSA). July 2017; 8(7): 164-172.
[35] Sharifi H, et al. Indoor localization of mobile robot with visible light communication. Proc. of 2016 12th
IEEE/ASME Int. Conf. on Mechatronic and Embedded Systems and Applications. Auckland, Newzerland. August
2016: 1-6.
[36] Mare RM, et al. Visible light communication applied to intelligent transport systems: an overview. IEEE Latin
America Transactions. July 2016; 14(7): 3199-3207.
[37] Cahyadi WA, et al. Patient monitoring using visible light uplink data transmission. Proc. of ISPACS. Bali,
Indonesia. November 2015; 431-434.
[38] Fuada S, and Adiono T. Rancang Bangun Layer Fisik Visible Light Communication Pada Sistem Transmisi Audio.
J. INFOTEL. August 2017; 9(3): 352-360.
[39] Fuada S, Putra AP, and Adiono T. Short-range Audio Transfer through 3 Watt White LED based on LOS
Channels. Proc. of Int. Conf. on Intelligent Signal Processing and Communication Systems (ISPACS). Xiamen,
China. November 2017: 398-403.
[40] Adiono T, Fuada S, Luthfi M, and Saputro RA. MAC Layer Design for Network-Enabled Visible Light
Communication Systems Compliant with IEEE 802.15.7. EAI Endorsed Transactions on Energy Web and
Information Technology. 2017; 4(14).
[41] Adiono T, Fuada S, Saputro RA, and Luthfi M. Internet Access over Visible Light. Unpublished.
[42] Fuada S. Kajian Aspek Security pada Jaringan Informasi dan Komunikasi Berbasis Visible Light Communication.
J. INFOTEL. August 2017; 9(1): 108-121.
[43] Brataas PH. Wireless embedded microcontroller system for bioimpedance measurements. Master thesis. Oslo:
Department of Physics, University of Oslo; June 2014.
[44] Fuada S and Adiono T. Study on Noise and Bandwidth in Operational Amplifier Based Conventional TIA for VLC.
Int. J. of Recent Contributions from Engineering, Science and IT (iJES). 2018; 6(2).
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Noise and Bandwidth Consideration in Designing Op-Amp Based Transimpedance Amplifier for VLC

  • 1. Bulletin of Electrical Engineering and Informatics Vol. 7, No. 2, June 2018, pp. 314~322 ISSN: 2302-9285, DOI: 10.11591/eei.v7i2.870  314 Journal homepage: http://journal.portalgaruda.org/index.php/EEI/index Noise and Bandwidth Consideration in Designing Op-Amp Based Transimpedance Amplifier for VLC Trio Adiono, Rachmad Vidya Wicaksana Putra, Syifaul Fuada University Center of Excellence on Microelectronics, Institut Teknologi Bandung IC Design laboratory, PAU Building 4th floor, ITB Campus, Jln. Tamansari No.126, Bandung (40132), Indonesia Article Info ABSTRACT Article history: Received Dec 05, 2017 Revised May 06, 2018 Accepted May 20, 2018 In a visible light communication (VLC) system, there are many modules involved. One of the important modules is Transimpedance Amplifier (TIA) that resides in the analog front-end receiver (Rx-AFE). TIA is responsible for performing signal conversion from current signal, which is provided from the photodiode (PD) to voltage signal. It is the reason why the TIA should be operating in low noise condition and wide bandwidth of frequency. These will enable a flexible coverage of the VLC system in performing its signal processing. Hence, in this research, we provide considerations of the noise and frequency bandwidth analysis in designing TIA to cope with the required design specification of a VLC system. Keywords: Noise and bandwidth analysis Transimpedance amplifier Visible Light Communication (VLC) Copyright © 2018 Institute of Advanced Engineering and Science. All rights reserved. Corresponding Author: Syifaul Fuada, University Center of Excellence on Microelectronics, Institut Teknologi Bandung, IC Design laboratory, PAU Building 4th floor, ITB Campus, Jln. Tamansari No.126, Bandung (40132), Indonesia Email: syifaulfuada@pme.itb.ac.id 1. INTRODUCTION Visible Light Communication (VLC) is an alternative method for wireless communication besides radio frequency (RF) based communication. It uses visible light with the wavelength ranging from 380 nm – 780 nm as communication medium [1]. VLC also has several advantages compared to RF and infrared (IR), such as high-speed communication and robustness against electromagnetic interference [2]. Moreover, it is considered to be efficient and safe for daily implementation [3]. Nowadays, VLC becomes a popular topic to investigate because of its potential and future vision of applications. Many kinds of research have been conducted to enable this optical wireless communication technology. There are several interesting topics which are extensively discussed, such as: a. Modulation scheme: Pulse Width Modulation [4]-[7], Pulse Position Modulation [8], Binary Phase-shift Keying [9-10], Quadrature Phase-shift Keying [11], Quadrature Amplitude Modulation [12] and etc; b. Analog front-end (AFE) design: AFE circuit [13]-[14], analog filter circuits [15]-[16], automatic gain controller design [17]-[19], LED driver design [20]-[24], TIA [25], and etc.; c. VLC’s noise investigation: [26]-[28]; d. Digital signal processing (DSP): DSP prototyping [29], Viterbi encoder [30]-[31], system-on-chip (SoC) [32-33], and etc.; e. Simulation model [34]; f. The applications: robotics [35], transportation [36], medical devices [37], audio transmission system [38- 39], light fidelity [40-41] and etc. g. Security issues [42];
  • 2. BEEI ISSN: 2302-9285  Noise and Bandwidth Consideration in Designing Op-Amp Based Transimpedance Amplifier... (Trio Adiono) 315 Moreover, VLC technology rises with the support of Light Emitting Diode (LED) technology development because LED can be switched in high speed which is required for VLC implementation. The use of LED for VLC has other benefits that can be achieved as well, such as better efficiency and longer lifetime than standard neon or light bulb. Hence, VLC technology is very interesting topic to investigate. In a VLC system, there are many modules involved. One of them is Transimpedance Amplifier (TIA) which resides in the receiver (Rx). TIA is used to convert current signal produced by a photodiode (PD), to voltage signal. In order to make it works properly, TIA should operate in low noise condition and wide bandwidth of frequency. These conditions enable a flexible coverage and functionalities of the following signal processing in VLC system. Hence, in this paper, we observe the considerations in designing TIA in terms of noise and frequency bandwidth analysis to full fill the specification of a VLC system. Hopefully, it can give a picture of what to consider in designing Operational Amplifier (Op-Amp) based TIA for VLC system in terms of noise and bandwidth issues. This paper is presented in several sections. The first one is the introduction, the second one is general VLC system and the third one is related theories on noise and bandwidth analysis. The noise and bandwidth analysis are presented in the fourth section along with case study. It will be followed and enclosed by concluding remarks and references, respectively. 2. RELATED THEORIES The general circuit of Op-Amp based TIA is depicted in Figure 2. From literature, we can find that the noise analysis on Transimpedance Amplifier (TIA) is extensively studied. In summary, there are three main sources of noise in TIA, they are input current noise, input voltage noise and the feedback resistor thermal noise [43-44]. The main equations of the noise from input current, input voltage and feedback resistor thermal are presented in Equation 1, Equation 2 and Equation 3 respectively. Figure 2. The general circuit of Op-Amp based TIA for VLC ENBW f n current R I N  (1) 2 2 2 p voltage f N N   (2) ENBW 4 f R kTR N f  (3) The noise from input current (Ncurrent) is defined to be a result of multiplication among Op-Amp current noise density (In), feedback resistor (Rf) and the square root of equivalent noise bandwidth (ENBW). We can observe that Ncurrent is proportional with the value of all mentioned parameters. The definition of ENBW is given in Equation 4 and it is proportional to the -3dB frequency. The -3dB frequency itself is a function formed by gain bandwidth product frequency (fGBP), feedback resistor (Rf) and total capacitor (CT), which can be stated as Equation 5 for clear formulation. Here, the definition of the total capacitor is total capacitance emerged from photodiode (Csh) and input of Op-Amp (Ci) as stated in Equation 6.
  • 3.  ISSN: 2302-9285 BEEI, Vol. 7, No. 2, June 2018 : 314 – 322 316 2 ENBW 3  dB f  (4) T f GBP dB C R f f  2 3   (5) sh i T C C C   (6) The noise from input voltage (Nvoltage) is defined to be a result of multiplication among plateau noise (N2) and square root of second pole (fp2) times π/2. With the assumptions that the first pole and zero of the output noise density is minimum a decade lower than the second pole, thus the output noise is equal to the plateau noise [43]. The equation of N2 is presented in Equation 7. It includes the voltage noise density (en), Op-Amp input capacitance Ci, shunt capacitor from photodiode Csh and the feedback capacitor Cf, as the function variables. In other hand, the fp2 is constructed by fGBP, Ci, Csh and Cf as presented in Equation 8. The feedback capacitor Cf is placed across Rf to create a pole at fp in noise gain function in order to maintain the stability [39] as illustrated in Figure 3. This placement definition of feedback capacitor Cf can be stated as Equation 9.            f f sh i n C C C C e N2 (7)            f sh i f GBP p C C C C f f 2 (8) Figure 3. The bode plot graph of intersection between noise gain with Op-Amp open-loop gain [45] GBP f sh i GBP f T f f R C C f R C C   2 2    (9) Last one is the noise from feedback resistor (NRf). It is defined by square root of multiplication among the Boltzmann constant (k), temperature in Kelvin (T), Rf, ENBW and value of 4. We have described
  • 4. BEEI ISSN: 2302-9285  Noise and Bandwidth Consideration in Designing Op-Amp Based Transimpedance Amplifier... (Trio Adiono) 317 the definition ENBW, thus we can obtain the result faster using the previously calculated value of ENBW. All noise values from three noise sources have been obtained, thus we can calculate the total noise (Ntotal) occurred in the TIA circuit. Since, these three noise sources are independents, the total noise is the root-sum- square (RSS) from all of noise sources as stated in Equation 10. A low pass filter (LPF) on the output of TIA is beneficial to reduce the Ntotal if fp2 is much higher than the signal bandwidth fGBP [45]. 2 2 2 f R voltage current total N N N N    (10) 3. THE ANALYSIS AND CASE STUDY 3.1. Mathematical Analysis From the third section, we see that there is a mathematical relation between noise and bandwidth frequency in designing TIA. Firstly, if we observe in input current noise Ncurrent, we can derive Equation 11 from the existing equations. Noise of input current is mathematically proportional to the gain bandwidth product frequency (fGBP). Hence, if we want to cover a wider bandwidth fGBP, it could end up with the increasing of the input current noise Ncurrent. Basically, the value of Rf and CT can be chosen, so that the Rf is low and CT is high to minimize the input current noise Ncurrent. But of course, the selection of Rf and CT depends on the capability of the chosen Op-Amp and its corresponding characteristics.   4 1 3 2 1 2 1 2 1 3 8 2 2 2                                      sh i f GBP n T f GBP f n dB f n current C C R f I C R f R I f R I N     (11) Secondly, if we observe the input voltage noise Nvoltage, we can derive Equation 12 from the existing equations. The input voltage noise Nvoltage is proportional to the gain bandwidth product frequency fGBP. This manner is just like the Ncurrent. Hence, if we want to cover wider bandwidth fGBP, the input voltage noise Nvoltage could end up to be higher as well. The interesting part is that the total capacitance CT is proportional to the input voltage noise Nvoltage. This manner is different with Ncurrent. Thus, these conditions need to be strategically compensated and could be a trade-off for Op-Amp devices selection.
  • 5.  ISSN: 2302-9285 BEEI, Vol. 7, No. 2, June 2018 : 314 – 322 318 2 1 2 1 2 1 2 1 2 1 2 1 2 1 1 2 2 2 2 2 2 2                                                                                                                                                          GBP f sh i sh i GBP n GBP f sh i GBP f sh i sh i GBP n f f sh i GBP n f sh i f GBP f f sh i n voltage f R C C C C f e f R C C f R C C C C f e C C C C f e C C C C f C C C C e N          2 1 2 1 3 3 2 2                    GBP sh i GBP f n f C C f R e   (12) Lastly, if we observe the equation of feedback resistor noise NRf, we can extract this equation as presented in Equation 13. Position of the gain bandwidth product frequency (fGBP) is proportional to the feedback resistor noise NRf. Basically, the value of Rf and CT could be chosen, thus the Rf is low and CT is high in order to minimize the NRf. It is similar with the idea in the Ncurrent section.   2 1 2 1 2 1 2 1 2 1 2 1 2 1 3 2 2 2 4 2 2 4 2 4                                                                    sh i f GBP sh i f GBP f T f GBP f dB f R C C R f kT C C R f kTR C R f kTR f kTR N f       (13) These mathematical analysis lead to the main idea on low noise design of input current noise Ncurrent, input voltage noise Nvoltage and feedback resistor NRf. In the first case, the Ncurrent is synchronous and convergent with NRf, because the Rf needs to be designed as low as possible and the CT as high as possible for obtaining low noise design. Meanwhile in case of Nvoltage, a bit contrary manner emerges, because both of the Rf and CT need to be designed as low as possible. Besides, other important thing that we also need to consider is the selection of Rf and CT depends on the operational characteristics of the Op-Amp device itself.
  • 6. BEEI ISSN: 2302-9285  Noise and Bandwidth Consideration in Designing Op-Amp Based Transimpedance Amplifier... (Trio Adiono) 319 3.2. Case Study: Profiling Op-Amps for VLC TIA In this sub-section, we investigate two kinds of Op-Amp for case study on designing TIA circuit for VLC system. Here, we use Op-Amp OPA656 and AD8011AN and give various condition of bandwidth as free variables in order to find the noise response. Other variables are designed to remain controlled in particular value as presented in Table I. The selection of values for these parameters depends on the datasheet for Op-Amp operational characteristics. Results of these experiments are presented in Figure 4 – Figure 7 as graphs. Table 1. Op-Amps Parameters Op-Amp Rf (Ω) Csh (Farad) Ci (Farad) en (V/√Hz) In (A/√Hz) OPA-656 47×103 3.5×10-12 3.4×10-12 7×10-9 1.3×10-15 AD8011AN 47×103 3.5×10-12 2.3×10-12 2×10-9 5.0×10-12 Figure 4 is a graph of input current noise Ncurrent vs gain bandwidth product frequency fGBP. We can see that noise performance for Op-Amp OPA656 is lower than AD8011AN. It shows that the current noise density In holds a dominant role in determining the Ncurrent here, Rf is proportional and CT is disproportional. It is a bit contrary to the input voltage noise Nvoltage in Figure 5. In this case, value of Nvoltage is affected proportionally by the value of Rf, CT and en. It is supported by Table I in which the capacitor and noise density values are higher in OPA656 than AD8011AN. Meanwhile, the feedback resistor noises NRf between these Op-Amps are close to each other as proven in Figure 6. If we trace the equations, we see that the difference between these two Op-Amps is only on capacitor value. A slight difference in capacitor values produce a slight difference in overall NRf. Figure 4. Graph of Ncurrent vs fGBP Figure 5. Graph of Nvoltage vs fGBP Figure 6. Graph of NRf vs fGBP In terms of the total noise Ntotal, Figure 7 shows that the Ntotal produced by OPA656 is lower than AD8011AN. Thanks to the huge gap on the current noise density In in two Op-Amps, which contribute a
  • 7.  ISSN: 2302-9285 BEEI, Vol. 7, No. 2, June 2018 : 314 – 322 320 huge gap in the total noise Ntotal. Hence, we can easily choose Op-Amp with the lower noise to use. It could be different if we use other kind of Op-Amp. Therefore, thorough design consideration are expected in selecting the best Op-Amp device for a particular designated VLC system. Figure 7. Graph of Ntotal vs fGBP 4. CONCLUSION The idea on designing a low Ncurrent, Nvoltage and NRf for VLC TIA are not exactly the same for all of them. In case of Ncurrent and NRf, the Rf needs to be designed as low as possible and the CT as high as possible for obtaining low noise design. Meanwhile in case of Nvoltage, both of the Rf and CT need to be designed as low as possible. Therefore, a thorough design consideration are expected, because we also need to consider the selection of Rf and CT depends on the operational characteristics of the Op-Amp device itself for a particular designated VLC system. NOTATIONS The notation used throughout the paper are stated below, Indexes: current N Op-Amp input current noise [dB] voltage N Op-Amp input voltage noise [dB] f R N Feedback resistor noise [dB] total N Total transimpedance amplifier circuit noise [dB] n I Op-Amp current noise density [A/√Hz] f R Feedback resistor [Ω] ENBW Equivalent noise bandwidth [Hz] 2 N Plateau noise [dB] p f Pole frequency [Hz] 2 p f Second-pole frequency [Hz] GBP f Frequency of gain bandwidth product [Hz] T Temperature [K] dB f 3  Cut-off frequency or the –3dB frequency [Hz] n e Voltage noise density [V/√Hz] f C Feedback capacitance [F] T C Total capacitance [F]
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