
Room Mode Calculation: Basics for Studio Design
What Are Room Modes?
Room modes are resonant frequencies that build up between parallel surfaces. They cause certain bass notes to boom while others disappear, making accurate monitoring impossible without treatment.
Axial Modes: The Primary Problem
Axial modes bounce between two parallel surfaces (length, width, or height). They are the strongest and easiest to calculate using the formula: f = c / (2 × d), where c is the speed of sound (343 m/s) and d is the room dimension.
Example Calculation
For a room that is 4.5 meters long: f = 343 / (2 × 4.5) = 38.1 Hz. This is the first axial mode. Harmonics occur at multiples: 76.2 Hz, 114.3 Hz, 152.4 Hz.
Tangential and Oblique Modes
Tangential modes involve four surfaces and are 3dB weaker than axial modes. Oblique modes involve all six surfaces and are 6dB weaker. Focus treatment on axial modes first.
The Bonello Criterion
This guideline states that modal frequencies should be distributed so that no more than three modes fall within any one-third octave band below 300 Hz. More evenly spaced modes mean smoother bass response.
Recommended Room Ratios
Avoid square rooms and integer ratios (1:2, 1:3). Preferred ratios include:
- 1 : 1.14 : 1.39 (Sepmeyer)
- 1 : 1.28 : 1.54 (Louden)
- 1 : 1.60 : 2.33 (Golden ratio based)
Practical Steps
- Calculate all axial modes for length, width, and height
- Plot them on a frequency chart below 300 Hz
- Identify clusters (multiple modes within 20 Hz)
- Plan bass trap placement at room corners where pressure is highest








