Library

9.1.2 FM Transmitters

An FM transmitter (Figure 9.5) closely resembles a low-level AM transmitter but includes an additional pre-emphasis network. This forms one half of the pre-emphasis/de-emphasis system used to reduce frequency-modulated noise (see Section 6.2.2.9). Because the noise power at the output of an FM detector increases with frequency at approximately 6 dB per octave, high-frequency audio components are most affected. The pre-emphasis network in the transmitter boosts these higher-frequency components before modulation, while the receiver’s de-emphasis network (Figure 9.6) applies the complementary attenuation, thereby flattening the overall response and improving intelligibility.

Figure 9.5. Block diagram of an FM transmitter.
Figure 9.6. Pre-emphasis network showing effect of (a) pre-emphasis and (b) de-emphasis.

In modern digital systems, similar noise-weighting is achieved digitally through companding or perceptual weighting algorithms that achieve similar noise-reduction benefits. The underlying concept—pre-compensating a signal for expected channel or detector behavior—remains the same.

There are two types of methods for generating an FM signal, the direct method and the indirect method.

Frequency deviations generated at low IFs (typically 30–100 Hz) are increased to the required level (e.g., ±75 kHz for FM broadcast) through frequency multiplication. The carrier frequency of a frequency-modulated signal is:

f=fc+Δfsinωmt
(9.1)

Multiplying this frequency by a factor M produces a new signal with a center frequency of Mfc and a frequency deviation of MΔf. That is:

Mf=Mfc+MΔfsinωmt
(9.2)

Modern FM systems frequently employ direct digital synthesis (DDS) or fractional-N phase-locked loops (PLLs) to produce highly stable, low-phase-noise FM signals without analogue multipliers [2].

Endnotes

  • [2] Best, R. E., Phase-Locked Loops: Design, Simulation and Applications, 7th ed., McGraw-Hill, 2023. back