1.9 (the theoretical maximum is 2), the IEC is currentlyproposing a four-band classification scheme, which usesthe band ratio, b r ( = fh ÷ fl) as the parameter forcategorizing devices/signals. In this standard, the high ( f h )and low ( f l ) frequencies are defined by the energy content:that is, 90% of the energy must lie between f h and f l .Although the IEC definition was derived with uneven andnot-so-well-behaved spectra in mind, it has problems inuniquely defining f h and f l for many waveforms, includingthose with spectra having constant amplitude, multiplepeaks, or significant sidebands. As a simple counterexample,consider the time-domain signal sin( at) ( π t), which is aversion of the well-known ubiquitous “sinc” function insignal processing. This function has a rectangular spectrumthat is unity for frequencies between − a ( 2π) and a ( 2π ),and is zero otherwise. Pairs of frequencies { fl,f h}thatcontain 90% of the signal’s energy are completely specifiedby { a( λ− 5) ( 10 π), a( λ+ 4) ( 10π)}for 0≤λ≤ 1.Although the bandwidth can be uniquely determined to bea π , the band ratio is not unique and hence is undefinedunder the IEC 90% energy criterion, because it can take anuncountably infinite number of values.3. UWB DefinitionAs noted earlier, defining UWB devices and UWBsignals unambiguously is a two-step process: (1) the notionof bandwidth must be clearly specified, and (2) the signal ordevice must be categorized in terms of its bandwidth. In thissection, the task of categorizing the bandwidth of devicesand signals is addressed under the assumption of a commonuniversal definition of bandwidth for devices and signals.The notion of bandwidth and its impact on device/signalcategorization is postponed until the next section.A typical response to the question of what is meant bya UWB system is, “A UWB system is one that has abandwidth considerably greater than that usually associatedwith conventional systems” [1]. Although this statementrequires further elaboration on the meaning of bandwidth,it touches on two essential aspects that are germane to therest of this paper: the extent of the occupied bandwidthshould be the essential feature that distinguishes UWB andconventional systems/signals (that is, the designation ofUWB should not be restricted to short-duration phenomena);and the term UWB should characterize systems that requirethe application of special and advanced techniques.For applications like intentional electromagneticinterference, short-pulse techniques are the popular way toimplement UWB systems. However, many other techniquescould possibly be used to achieve extremely largebandwidths, such as frequency modulation, pseudo-randomphase coding, chaotic modulation, and random noise.Consequently, the spectra of UWB systems or signals arenot required to completely occupy a frequency band.Specifically, a system that sweeps over the band, or uses atime-delayed mixture of narrowband signals, should bedesignated UWB, as well as a system that instantaneouslycovers the whole band (for example, short-pulse systems).Some of the just-mentioned non-impulsive techniquescannot be implemented with existing technology. Forexample, a very broadband signal with a high centerfrequency cannot currently be generated by linear frequencymodulation (the so-called chirp) with the existing technologyin conventional systems, because the bandwidth is limitedby the ability to maintain signal information when convertinganalog signals to digital data streams in radar systems.The OSD/DARPA notion that a defining property ofUWB is the need for special techniques to overcomechallenging problems facing conventional systems andtechniques when attempting to operate over a broad rangeof frequencies must be interpreted liberally, since thechallenges often depend on the frequency band. For example,UWB technology (sources, switches, etc.) that supportshigh-power radar transmissions with high pulse repetitionrates are available at 150 MHz, but are not yet feasible at10 GHz. On the other hand, some hardware limitations andmethods of signal generation/processing may havebandwidth limitations that are independent of frequency.This may explain why the US UWB communicationscommunity implemented the 500 MHz lower bound on theabsolute bandwidth in the FCC’s Part 15 rules.The FCC and OSD/DARPA classification schemesuse the fractional bandwidth, B ,BFB f 12h − fl b2r −= = = ,f f + f b + 1FC h l ras a frequency-independent dimensionless quantity tocategorize signals and systems. One may interpret B F as abroad indicator of the technological challenge presented byUWB radiating and receiving systems. Alternately, the IECTechnical Committee 77C has suggested using the bandratio, b r ,lF(1)fh2 + BbFr = = ,(2)f 2 − Bas another normalized frequency-independent quantity. InEquations (1) and (2), f h and f l denote the upper andlower limits, respectively, of the band [ fl,f h], f C is thecenter frequency of the band, and the bandwidth, B, isfh− fl. The exact determination of these frequencies ispart of the bandwidth definition, and is discussed in the nextsection.Since the relationship between B F and b r isstraightforward, they are used interchangeably. Theadvantage of B F is that its values are limited to the interval[ 0, 2 ] so that its range can easily be divided intosubcategories. On the other hand, that b r lies in [0,+∞ )enables a more detailed characterization of impulse-likesignals and impulse-based systems. The boundary between14The<strong>Radio</strong> <strong>Science</strong> <strong>Bulletin</strong> No <strong>313</strong> (<strong>June</strong>, <strong>2005</strong>)
Radar / CommunicationsBand TypeElectromagnetic InterferenceFractional BandwidthBF=f − ff + f2 h lhlBand Ratio 1fhbr=flNarrowband (NB) Hypoband (NB) 0.00 < B F ≤ 0.01 0.00 < b r ≤ 1.01Wideband (WB) Mesoband (MB) 0.01 < B F ≤ 0.25 1.01 < b r ≤ 1.29Ultra-Wideband (UWB)Sub-Hyperband (SHB) 0.25 < B F ≤ 1.50 1.29 < b r ≤ 7.00Hyperband (HB) 1.50 < B F < 2.00 7.00 < b r < ∞Table 1: Modified Classification Scheme for Devices/Signals based on Bandwidthconventional systems and UWB systems is more a smoothtransition than a hard limit. Since this transition cannot bequantified with mathematical exactitude or by a frequencydependenttechnological step for most applications, everydemarcation threshold has to be chosen somewhat arbitrarilyrelative to existing heuristic knowledge of pertinentstandardization committees or scientific communities. Forexample, under the following three-band classificationscheme, the OSD/DARPA Review Panel [1] stated thatsignals having fractional bandwidths greater than 0.25 areUWB:Narrowband, if 0.00 < B F < 0.01;Wideband, if 0.01 < B F ≤ 0.25 ;Ultra-wideband, if 0.25 < B F < 2.00 .Since the basic principle of the above categorization criteriameets the needs of the communications community, theFCC adopted most of it. However, in the most recentversion of the FCC Part 15 rules, the demarcation betweenwideband and UWB was decreased to 0.20.Because practical waveforms of impulse-basedsystems (like impulse-radiating antennas) have fractionalbandwidths exceeding 1.9, the IEC Technical Committee77C, in their most recent draft of electromagneticcompatibilitystandards, suggests a four-band classificationscheme:Narrowband, 0.00 < B F < 0.01,0.00 < ≤ 1.01 ;Mesoband, 0.01 < B F ≤1.001.01 < b r ≤ 3.00 ;Sub-Hyperband, 1.00 < B F ≤ 1.63 ,3.00 < ≤ 10.00 ;b rb rHyperband, 1.63 < B F < 2.00 ,10.00 < br
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