Bandwidth Marker
Understanding Bandwidth Markers
The bandwidth marker is one of the most frequently used measurement functions on a spectrum analyzer. Rather than placing individual markers at the −3 dB points manually and calculating the difference, the bandwidth marker automates this process. The analyzer locates the signal peak, then searches symmetrically (or asymmetrically) for the specified N-dB crossing points, and displays the resulting bandwidth directly on screen.
For filter characterization, the bandwidth marker provides critical data at multiple N-dB levels. The 3 dB bandwidth gives the passband width. The 60 dB bandwidth reveals the filter's stopband extent. The ratio of these two (shape factor SF = BW60dB/BW3dB) quantifies the filter's selectivity. A shape factor close to 1.0 indicates near-ideal rectangular response, while values above 3 indicate gradual skirt rolloff.
Bandwidth Measurement Settings
BWNdB = fupper(peak − N dB) − flower(peak − N dB)
Shape Factor:
SF = BW60dB / BW3dB
Ideal rectangular: SF = 1.0
Butterworth 4-pole: SF ≅ 3.6
Chebyshev 4-pole: SF ≅ 2.5
Accuracy Requirements:
RBW < BWsignal / 10
Span > 2 × BWNdB
VBW ≥ 3 × RBW (for modulated signals)
Common N-dB Settings
| N-dB Level | Application | Physical Meaning |
|---|---|---|
| −3 dB | Filter passband, amplifier BW | Half-power points |
| −6 dB | Antenna patterns, voltage half | Half-voltage amplitude |
| −20 dB | Shape factor denominator | 1% power |
| −60 dB | Selectivity, shape factor | 0.0001% power |
| OBW (99%) | Regulatory compliance | 99% of total power |
Frequently Asked Questions
How does the N-dB bandwidth marker work?
Marker at peak, searches left/right for N-dB crossover. BW = frequency difference. 3 dB = half-power. 60 dB = spectral extent with sidelobes. Modern analyzers display BW, center, Q-factor, and reference level simultaneously.
What are common N-dB settings?
3 dB (half-power), 6 dB (voltage half), 20 dB (shape factor denominator), 60 dB (selectivity). Shape factor: SF = BW60/BW3. Butterworth 4-pole: 3.6. Chebyshev 4-pole: 2.5. Ideal rectangular: 1.0.
What analyzer settings affect accuracy?
RBW < 1/10 signal BW (wider overestimates). Span covers both crossover points. VBW ≥ 3x RBW for modulated signals. RMS detection for modulated signals. Common error: RBW wider than DUT bandwidth shows analyzer filter shape instead.