Abstract A method for eliminating subharmonic false locking in a sampler and frequency multiplier phase-locked-loop source locking system comprising the modification of a prior known algorithm for determining the frequency of the first local oscillator used for controlling the sampling of the output of a source voltage controlled oscillator. The frequency of the first local oscillator is determined using prior algorithms for determining the lowest usable harmonic number H and the highest usable first oscillator frequency which will maximize sampler efficiency and minimize local oscillator phase noise due to frequency multiplication. Thereater, the harmonic number H as thus determined is modified depending upon whether when divided by a multiplication factor M, where M is the factor by which the frequency of the VCO is multiplied, the remainder thereof is equal to 1/M, 2/M or zero. If the remainder of the division step is zero, then H is increased by one. If the remainder of the division step is equal to 2/M, then H is increased by two. If the remainder of the division step is equal to 1/M, then the magnitude of H as initially calculated is not adjusted. After H has been calculated and, if necessary, adjusted as described above, it is then used to calculate the first local oscillator frequency using the remaining steps in the prior known algorithm.
In a sampler based phase-locked-loop having a signal source and a local oscillator, said signal source having a source oscillator and a frequency multiplier for multiplying the frequency of said source oscillator by a factor M for providing an output signal having a fundamental frequency F s and a plurality of subharmonic frequencies, and said phase-locked-loop having a source search range, a method for preventing a subharmonic false lock of said phase-locked-loop comprising the step of: operating said local oscillator at a predetermined frequency F L01 such that said phase-locked-loop is prevented from locking onto a subharmonic of said source frequency F s as said phase-locked-loop searches for a lock within said source search range.
Claim 2
Dependent Claim
115 words
In a sampler based phase-locked-loop having a signal source and a local oscillator, said signal source having a source oscillator and a frequency multiplier for multiplying the frequency of said source oscillator by a factor M for providing an output signal having a fundamental frequency F s and a plurality of subharmonic frequencies, and said phase-locked-loop having a source search range, a method for preventing a subharmonic false lock of said phase-locked-loop comprising the step of: operating said local oscillator at a predetermined frequency F L01 such that said phase-locked-loop is prevented from locking onto a subharmonic of said source frequency F s as said phase-locked-loop searches for a lock within said source search range.
Claim 3
Dependent Claim
55 words
A method according to claim 1 wherein said fundamental frequency F s is approximately 60 GHz and said step of operating said local oscillator at a predetermined frequency F L01 comprises the step of operating said local oscillator at a predetermined frequency F L01 within a frequency range of from 357 MHz to 536 MHz.
Claim 4
Dependent Claim
48 words
A method according to claim 1 wherein said fundamental frequency F s is approximately 60 GHz and said step of operating said local oscillator at a predetermined frequency F L01 comprises the step of operating said local oscillator at a predetermined frequency F L01 of approximately 522.5 MHz.
Claim 5
Dependent Claim
202 words
A method according to claim 1 wherein said step of operating said local oscillator at said predetermined frequency F L01 comprises the step of operating said local oscillator at a predetermined frequency F L01 which has been determined in accordance with the following algorithm: ______________________________________
(a) Fl = INT(20 × F.sub.s)
(b) H = 1 + INT(F.sub.1 + 1788)/10730
(c) R = H/M
(d) If the remainder in step (c) is 0, then
increase H in the following equations by 1
(e) If the remainder in step (c) is 2/M, then
increase H in the following equations by 2
(f) If the remainder in step (c) is 1/M, then H
in the following equations remains unchanged
(g) Z = 5365/(3 + H/1250)
(h) A = 1 + INT [(F.sub.1 + Z)/H]
(i) F.sub.L01 = A × .05
______________________________________ wherein INT is the integer value of the parenthetical terms associated therewith; F s is the fundamental output frequency of the source in megahertz; H is the harmonic number of the local oscillator; M is the factor by which the source oscillator frequency is multiplied; and F 1 , R, Z and A are parameters used in calculating the frequency F L01 in megahertz.
Claim 6
Dependent Claim
12 words
A method according to claim 4 wherein M is equal to 3.
Claim 7
Dependent Claim
20 words
A method according to claim 4, wherein F s is equal to 60000 MHz and M is equal to 3.