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Radio-Frequency Surface-Acoustic-Wave Identification Tag and System

  • US 20100225449A1
  • Filed: 03/06/2010
  • Published: 09/09/2010
  • Est. Priority Date: 03/06/2009
  • Status: Abandoned Application
First Claim
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1. A device for radio sensing comprising:

  • an input-output port for receiving an input radio-frequency signal and for delivering an output radio-frequency signal derived from the input radio-frequency signal;

    a plurality of M possible reflector positions, wherein M is a positive integer greater than two and wherein each individual possible reflector position is identified by an integer, h, in the range [1, . . . , M]; and

    a plurality of N actual reflectors placed at a subset of the M possible reflector positions, wherein N is a positive integer greater than one and less than M and no two actual reflectors are at the same position, such that each actual reflector is identified by an integer, n, in the range [1, . . . , N] and by a position, h(n), wherein h(n) is a monotonically increasing function of n;

    wherein the M possible reflector positions are arranged, relative to the input-output port, to achieve the following;

    (i) each actual reflector reflects a portion of the input radio-frequency signal,(ii) each reflected portion of the input radio-frequency signal comprises a reflected signal that is an reduced-amplitude replica of the input signal, for a total of N reflected signals from the N actual reflectors,(iii) the N reflected signals arrive at the output port where they are linearly combined to generate the output radio-frequency signal,(iv) each of the N reflected signals arrives at the input-output port with a group delay and with a phase delay, wherein the group delay and the phase delay depend on the frequency of the input radio-frequency signal, and(v) for input radio-frequency signals within a pre-determined frequency band, each actual reflector n at possible reflector position h(n) generates a reflected signal with a group delay, D(h(n)), such that D(h) is a monotonically increasing function of h; and

    wherein the N positions of the N actual reflectors, h(1) through h(N), satisfy the following constraints;

    (a) each of the N−

    1 separations between adjacent reflected signals, defined as h(m+1)−

    h(m) and denoted as Δ

    (m), is the sum of a base value, Δ

    0(m), and an integer multiple of a position step, Δ

    step, common to all separations, such that each separation can be expressed as Δ

    (m)=Δ

    0(m)+Δ

    inc(m)—

    Δ

    step, wherein m is an integer in the range [1, . . . , N−

    1],(b) Δ

    0(m) is a positive integer that defines the minimum allowed value of separation Δ

    (m),(c) Δ

    step is a positive integer greater than one that defines the increment by which separation Δ

    (m) can be increased, and(d) Δ

    inc(m) is a non-negative integer.

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