Edge-Triggered Driver Circuit for Ultra-Wideband

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An ultra-wideband (UWB) pulse generator circuit issaid to be the heart of any UWB system. However, the pulsegenerator typically requires an edge-triggered driver that is theessential signal source of any pulse generator. The design of edgetriggereddriver circuit influences the amplitude, the pulserepetition, and the width of UWB pulses at the output. In thisstudy, a low cost and low complexity edge-triggered driver circuitis proposed, which creates a square wave with very short risingand falling edges to feed a step recovery diode based pulsegenerator with cascode pulse shaping circuit. The proposeddriver circuit is tuneable by simply changing the crystal oscillatorcomponent in the circuit, which results in different pulserepetition frequency for the UWB pulse generator. Themeasurement results when changing the crystal oscillator from1MHz to 8MHz showed that the output UWB pulse was aGaussian pulse with pulse width of 1.87 ns and pulse amplitudeof 2.16 Vp.

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  • Ultra-Wideband Pulse Generator with Cascode Impulse Shaping Circuit

    P.Pongsoon#\ K.Kaemarungsi*2, S.Siwamogsatham*3 and D.Bunnjaweht#4

    # Department of Electrical and Computer Engineering, Thammasat University, Thailand '[email protected]

    '[email protected] *

    National Electronics and Computer Technology Center (NECTEC), Thailand [email protected]

    [email protected]

    Abstract-U1tra-wideband (UWB) pulse generator circuit is said to be the heart of any UWB systems. It is the fundamental circuit for application and development of UWB technology. This paper presents an UWB pulse generator with cascode transistors operating as a pulse shaping circuit to generate Gaussian pulses. In this work, the UWB pulse generator consists of three parts: an edge triggered driver, an edge sharpener SRD, and a cascode for impulse shaping. The proposed circuit allows the generator to create short and high amplitude Gaussian-like pulses at low-cost. Our measured UWB pulse was 1.0 ns pulse with 2.8 Vpeak.

    I. INTRODUCTION Ultra-wideband (UWB) technology has recently received

    more interest due to a number of advantageous properties such as high multipath resolution and material penetration [I]. Moreover, the signal is transmitted as a pulse train with low duty cycle which offers low average transmission power in the order of microwatts. These characteristics make UWB systems attractive to military, medical, communications, and ground penetrating radar (GPR) applications.

    In 2002, the US Federal Communications Commission (FCC) defined a UWB system as a system that radiates a signal with a fractional bandwidth greater than 20% or signals with an absolute bandwidth greater than 500 MHz [2]. The FCC also imposed a set of rules of spectral masks for maximum allowable transmission power for a number of UWB applications. These spectral masks created challenges in signal generation and transmission of UWB system in order to avoid its potential interferences with existing communication systems. Within those FCC's rules, there are a number of law enforcement and security applications which allows UWB systems to operate at frequencies below 960 MHz. The focus of this work is aimed at a study of low cost and high performance signal generator for UWB systems in this frequency band.

    Traditionally, a low-power UWB pulse generator is a baseband circuit which utilizes a technique of storing energy in a device and releasing an abrupt energy pulse at a precise timing [3]. The key semiconductor components which are often found in circuits for UWB pulse generators are step recovery diodes (SRDs), avalanche transistors and MESFETs. In the literature, SRD based pulse generators were presented in [4] and [5]. A number of modifications were made to the

    978-1-4244-6908-6/10/$26.00 2010 IEEE

    basic circuit to improve properties of UWB pulse such as in [6]. This paper proposed an application of cascode circuit to a conventional UWB pulse generator circuit and studied the new response of pulse generator circuit.

    Generally, UWB pulse shaping can be achieved using a number of devices and techniques such as GaAs, MESFETs, nonlinear transmission lines, short-circuit stubs and resistivereactive circuits [5]. However these pulse shaping techniques often have low output amplitude. Therefore, in this paper we present a development of an impulse shaping circuit using bipolar junction transistors in cascode configuration. The proposed UWB pulse generator with cascode impulse shaping circuit consists of three parts: an edge triggered driver, a SRD edge sharpener, and a cascode for impulse shaping circuit. Fig.1 illustrates a block diagram of the UWB pulse generator where the cascode circuit is placed in the second part of the diagram.

    ,-------:----,

    4r T Fig. I Block diagram of the UWB Pulse Generator

    II. CIRCUIT DESIGN AND DESCRIPTION Fig. 2 shows a schematic of the UWB pulse generator used

    in this work. It consists of three main parts: an edge triggered driver, a SRD edge sharpener, and a cascode for impulse shaping circuit. Note that shapes of signal at particular measurement points are illustrated below the figure.

    SRD Edge Sharpener

    Coscode for Impulse Shaping Circuit

    Edge Triggered Driver

    1':01 A r;RlCR2' + 00' L ________ .: L ______ ___________________ _________________ _

    Fig. 2 Circuit of Ultra-Wide band pulse generator

    A. Impulse Generator The impulse generator is the SRD sharpener using a step

    recovery diode (SRD). An important characteristic of this

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  • device is the transition time that determines the minimum achievable pulse's transition [8]. Another key characteristic is minority carrier lifetime of the SRD, which affects the energy storage time of electric charge under reverse bias condition [8]. If a signal source is applied to the SRD pulse shaping circuit, the rise time of the signal source should be less than minority carrier lifetime of the SRD in order to obtain the maximum achievable pulse amplitude [7].

    When the SRD is forward-biased, the quantity of the storage charge is controlled by DC bias and the charge is stored in the intrinsic layer of the SRD. This allows the SRD to continue to conduct current when the device is reversebiased. This reverse conduction continues until the charge is swept out of the intrinsic layer. When the charges are depleted, the diode abruptly stops conducting and shuts off and the fall time of diode reverses which is also equal to the rise time of the voltage on the load. Note that this duration is also called the transition rise time. This time is a function of diode design, circuit constraints, and diode operating conditions [8].

    B. Cascade Impulse Shaping Network The design of cascode impulse shaping network is shown

    in Fig.2. A cascode circuit is generally defined as a two-stage amplifier consisting of a transistor in common-emitter (CE) mode (transconductance amplifier) followed by a transistor in common-base (CB) mode (current buffer) [12]. The key advantage of the cascode configuration is that it is a wideband circuit [12]. Moreover, the circuit can reduce the Miller effect due to high input-output isolation [12]. The common-emitter state is formed by Qi and common-base state is realized by Q2 as depicted in Fig. 2.

    First, the transistor Qi is used for clipping. Therefore, if the peak-to-peak value of the input waveform drives the transistor into a saturation region, a portion of the output waveform will be clipped as shown at point B in Fig. 2. Typically, most transistor circuits are kept operating in the active region so that the output signal will not be distorted. However, in our case, the current rather than the voltage of the waveform is of interest. When there is a large signal excursion such as impulse waveform fed into the cascade circuit, the transistor output current responds linearly to the input current. However, the input-output voltage relationship is non-linear [11].

    Second, the transistor Q2 is used for clamping. In CB state of this second transistor, we want to clamp the amplitude of the positive input signal. The clamping effect of Q2 causes the original signal to have only negative pulses as shown at point o in Fig. 2. The usages of transistors for clipper and clamper purposes were presented in [11].

    In Fig. 2, the output pulse width and output amplitude are controlled by resistor Ri. The resistor R2 and the capacitor C are used as a high-pass filter for the transient response of the cascode circuit. They also help reduce the ringing effect of the signal. Analysis of mid-band frequency response of the cascode impulse shaping network follows [12]. When using the parameters Ri = 1 kn, C =100 pF, and R2 =100 n in this paper the mid-band frequency is approximately 920 MHz.

    III. EXPERIMENTAL SETUP We fabricated a prototype of the proposed UWB pulse

    generator circuit using a FR4 glass epoxy substrate with relative dielectric constant of 4.4 and thickness of 0.8 mm. Fig. 3 shows a photograph of the printed circuit board of the UWB pulse generator. Two main components used on the board were a step recovery diode (SRD) and two wideband bipolar junction transistors (BJTs). The SRD, MA44769 from MlACOM Technology, was in SOT23 package [13]. This SRD has pulse's transition time of 150 ps and minority carrier life time of 20-50 ns. The two BJTs forming the cascode circuit were BFG520 manufactured by NXP Semiconductors and were also in SOT23 package. This BJT has a 9-GHz bandwidth [14].

    Fig. 3 Photograph of UWB pulse generator

    To study responses of the circuit according to various input signals, we measured the output signals based on the input signals with parameters given in Table I. To drive the input of the circuit, we utilized an Agilent 33250A which is an 80-MHz Function! Arbitrary waveform generator to feed a train of pulse with different characteristics according to Table I. Note that we used the pulse function to generate different input signals with varied edge time and pulse width. At the output, we used Tektronix TDS5104B which is a 1 GHzJ5 GSample/sec Digital Phosphor Oscilloscope to measure the output Gaussian monocycle waveform.

    TABLE I INPUT PARAMETER SETUP

    Amplitude Edge time Pulse Width (Vp-p) (os) (os)

    1 5 10 2 10 30 3 15 50 4 20 70 5 25 100

    In this work, the input parameters that we are interested in are input pulse repetition frequency, edge (rise/fall) time, pulse width, and amplitude. The output parameters of interest are the output edge (rise, fall) time, linearity, output pulse width, and amplitude.

    IV. MEASUREMENT RESULTS AND DISCUSSION In this section, we describe our measurement results and

    discuss the implication of our proposed circuit.

    A. Gaussian Pulse at Output Fig.4 shows the result of a Gaussian pulse measured at the

    output of our proposed UWB pulse generator. The generator

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  • produced 1.0-ns pulse duration and approximately 2.8 Vpeak (3.56 Vpeak-to-peak). This UWB pulse had a center frequency bandwidth of approximately 1.0 GHz which was calculated by !c=lIT. Tek Stopped 34745 Acqs 20 Aut! 10 1029"12

    FaU(Cl)1 709.1ps II: 706.23921n m: 766.4p M: 1.034n 0": 39.33p n: 34.74k

    _ ft ,.. Rise(Cl)! 1.094ns &........,+-fl__+t-

  • Microelectronics [16] can be used to reduce the rise time of input square wave to less than 2 ns in our preliminary experiment.

    18 rr===I===---r---:----------,

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    - IMHz

    16 --.r- 3MHz --e--- 5MHz 14

    12 . -s 10 D.-

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