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Exact(5)
Consequently, the carrier frequency of the receiver is set to 925.2 MHz.
Here, f denotes the frequency and F c is the center frequency of the receiver channel.
(3)where f i is the center frequency of the receiver and ∆f r is the medium bandwidth of the receiver.
If the nominal frequency of the receiver is f0R, the down conversion signal at η + τ is then g R η + τ = exp − j 2 π f 0 R η + τ − j ϕ R η + τ (5).
Similarly, Fc,jis the center frequency of the receiver's channel, which is specific to the standard the receiver radio belongs to.
Similar(55)
The wrong way of setting the recording frequency of the receivers was the cause of failure.
The frequency response of the receiver will then be characterized by the amplitude and the phase of the kinematic solutions obtained from the GPS observations.
Then, we calculated the frequency response of the receiver by calculating Eq. (8). Figure 13 shows the pre-launch results of the SWCAL function.
The kinematic solutions were calculated from the GPS observations for each test signal input individually, and the frequency response of the receiver was obtained directly from the amplitude and phase difference between the kinematic solutions and the true antenna motion.
Some small improvement is obtained by increasing the frequency resolution of the receiver, that is, increasing Q from 1 to 4. The effect of increasing Q is beneficial in the bit error rate (BER) performance, as we discuss in the following, for high values of carrier frequency offset.
Therefore, it is sufficient for the two receivers to measure the frequency of the received signal for the duration of merely one rotation in order to compute.
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