Receiver Design
Superheterodyne
Edwin Armstrong patented it in 1918. Over a century later, the superheterodyne is still the dominant receiver architecture for everything from AM radios to spectrum analyzers. The idea is elegant: instead of building a tunable narrowband filter at every possible RF frequency, convert any RF frequency down to a single fixed intermediate frequency using a mixer and a tunable local oscillator. The IF filter provides the selectivity: sharp, stable, and optimized for one frequency. The LO provides the tuning: sweeping across any desired band. Separate the tuning problem from the selectivity problem, and both become tractable. This insight remains as powerful today as it was in 1918.
Architecture Comparison
| Architecture | Conversions | Image Rejection | Selectivity | Complexity | Use Case |
|---|---|---|---|---|---|
| Single conversion (high IF) | 1 | Excellent | Moderate | Low | Narrowband receivers |
| Single conversion (low IF) | 1 | Moderate | Excellent | Low | AM/FM radio |
| Dual conversion | 2 | Excellent | Excellent | Medium | HF/VHF comms, SA |
| Triple conversion | 3 | Excellent | Excellent | High | Spectrum analyzers |
| Direct conversion (zero-IF) | 1 | N/A (no image) | Digital only | Low (but DC issues) | Cellular, WiFi, SDR |
| Direct RF sampling | 0 | N/A | Digital only | High (fast ADC) | 5G, radar, SDR |
Mixing equation:
fIF = |fRF − fLO|
Image frequency:
fimage = fRF ± 2×fIF
RF = 1 GHz, IF = 70 MHz: image at 860 MHz (140 MHz away)
RF = 1 GHz, IF = 10 MHz: image at 980 MHz (20 MHz away)
The trade-off:
Higher IF = easier image rejection but harder IF filter design
Lower IF = sharper channel selectivity but worse image rejection
fIF = |fRF − fLO|
Image frequency:
fimage = fRF ± 2×fIF
RF = 1 GHz, IF = 70 MHz: image at 860 MHz (140 MHz away)
RF = 1 GHz, IF = 10 MHz: image at 980 MHz (20 MHz away)
The trade-off:
Higher IF = easier image rejection but harder IF filter design
Lower IF = sharper channel selectivity but worse image rejection
Common Questions
Frequently Asked Questions
Why convert to IF?
A tunable narrowband filter across 100 MHz to 6 GHz is impossible. Convert to fixed IF (70 MHz) using a tunable LO; the IF filter is optimized at one frequency using crystal/SAW resonators. LO tuning is trivial (PLL). This separates tuning from selectivity.
How does the image frequency arise?
fimage = fRF ± 2×fIF. Both produce the same IF output. Higher IF = more image separation = easier rejection. Lower IF = less separation but sharper channel filtering. The fundamental superhet trade-off.
Dual conversion?
First mixer: high IF (1 GHz) for easy image rejection. Second mixer: low IF (70 MHz) for sharp selectivity. First LO tunes; second LO is fixed. Best of both worlds at the cost of additional spurs and complexity.
See Also