How Speaker Size and Cavity Volume Affect Micro Speaker Performance
Two numbers decide most of a micro speaker's behaviour in a product: the size of the driver and the volume of the cavity behind it. They are usually treated as one decision — a larger driver is assumed to need a larger cavity — but they act on the result through different mechanisms. Size sets what the driver can do before it is installed. Cavity volume sets what happens to it after installation. Conflating the two is the reason parts are chosen that cannot work in the space actually available.
Two numbers decide most of a micro speaker's behaviour in a product: the size of the driver and the volume of the cavity behind it. They are usually treated as one decision — a larger driver is assumed to need a larger cavity — but they act on the result through different mechanisms. Size sets what the driver can do before it is installed. Cavity volume sets what happens to it after installation. Conflating the two is the reason parts are chosen that cannot work in the space actually available.
The clearest evidence that these are separate decisions comes from published catalogue data at a single power rating. Among 8 Ω parts rated at 2.0 W, the published resonance falls from 600 Hz at φ28 mm to 500 Hz at φ36 mm while the height stays at 5.0 mm. Among 4 Ω parts of the same rating, a 25 × 9 mm BOX part publishes 700 Hz while a φ34 mm potted part publishes 300 Hz. Diameter matters, but it is not the only variable, and in several constructions height matters more.
1. Two Mechanisms, Not One Dimension
Short answer: Size determines what the driver can do on the bench: radiating area, excursion, thermal mass and how much volume it can enclose. Cavity volume determines what the assembled product does with that result, by adding or removing air-spring stiffness behind the diaphragm.
The governing relation for a sealed cavity is the familiar one: the in-cavity resonance rises as the cavity volume falls, because the air spring becomes stiffer. Expressed as FC = Fs × √(1 + Vas / Vb), a smaller Vb raises FC, and a larger Vb lowers it toward Fs. This is why a driver published at a particular free-air resonance does not necessarily sound like that number once installed.
Size acts on the same outcome by a different route. A larger radiating area moves more air for the same excursion and generally for the same voltage; a larger structure also tends to enclose more volume. But a taller driver in a small enclosure does not behave like a taller driver in a large one, because once the cavity is fixed, the additional volume has nowhere to go.
2. Why Diameter Alone Is an Unreliable Predictor
Short answer: Published resonance does not fall monotonically with diameter at a fixed rating. Potting height, frame construction and whether the part is a cavity-mounted driver or a front-face module all shift the result more than an increment of a few millimetres would suggest.
Within one catalogue at a 2.0 W continuous rating, the 8 Ω round drivers run φ28 at 600 Hz, φ30 at 550 Hz, φ36 at 500 Hz and φ45 at 500 Hz — a shallow trend that flattens early. The 4 Ω group shows the opposite pattern: φ18 at 500 Hz, φ23 potted at 400 Hz, φ28 potted at 350 Hz and φ34 potted at 300 Hz. The second sequence is monotonic, and the difference between the two is that the lower-resonance parts are potted constructions with far greater internal height.
Height is what those potted parts are actually selling. A φ23 part at 12.3 mm tall and a φ28 part at 10.0 mm tall publish 400 Hz and 350 Hz, while a φ28 part at 5.0 mm publishes 600 Hz. Same diameter family, same rating, different published resonance — because the taller part encloses more air and displaces more of what would otherwise be cavity. This is why comparing drivers by diameter produces surprises that only make sense once height is included.
3. Cavity Volume Changes the Result After Installation
Short answer: A cavity that is smaller than assumed raises the in-cavity resonance and shifts timbre; a cavity that leaks loses output that the datasheet never claimed. Both effects appear only in the assembled product, and neither is visible in a free-air specification.
The sensitivity published for a driver is measured in a stated condition — commonly a 1 cc or 2 cc box, or an air baffle. Install that driver in a product with a different volume behind it and the published figure no longer describes the result. This is the single most common reason a part that passed evaluation behaves differently in production.
Leakage is the second failure. A cavity that is not sealed against the rear chamber lets the driver load a volume that is not the designed one, and the output drifts with whatever else is mounted nearby. In a product where the driver sits next to a main board, this coupling is often the difference between a repeatable result and a unit-to-unit variation.
Where a product genuinely has no usable rear volume, the alternative is a driver that brings its own — either a BOX construction or a front-face module. That removes the unknown, but it makes the product's front face part of the acoustic path, so the published figure still depends on how that front face is designed.
4. Published Configurations at a Common Power Rating
Short answer: At a 2.0 W continuous rating the catalogue spans φ18 to φ45 round drivers and 25 × 9 mm to 20 × 35 mm rectangular parts, with published resonance from 300 Hz to 1400 Hz. Size and height explain most of that spread; the remainder comes from construction.
Table 1: Illustrative size and construction comparison observed across one published micro speaker catalogue, restricted to a common 2.0 W continuous rating. Sensitivity is quoted at 2 kHz / 10 cm at 2.0 W, resonance at the stated test voltage. These are catalogue values under catalogue conditions and describe these parts, not an assembled product.
Model | Published size | Construction | Impedance | Sensitivity at 2.0 W | Published F0 | Cavity role |
HS250926H | 25 × 9 × 2.6 mm | Square magnetic, no front cover | 4 ±15% Ω | 93 dB | 700 Hz | Requires a defined 2 cc host cavity |
HS251233H | 25 × 12 × 3.3 mm | Square magnetic, no front cover | 4 ±15% Ω | 97 dB | 750 Hz | Requires a defined 1 cc host cavity |
HS001846H | φ18 × 4.6 mm | Large round magnetic | 4 ±15% Ω | 94 dB | 500 Hz | Needs rear cavity volume |
HS0023123H123 | φ23 × 12.3 mm | Pot-type, composite diaphragm | 4 ±15% Ω | 95 dB | 400 Hz | Large internal height, potted |
HS0028110H110 | φ28 × 10.0 mm | Pot-type large magnetic | 4 ±15% Ω | 96 dB | 350 Hz | Large internal height, potted |
HS0034140H140 | φ34 × 9.0 mm | Pot-type large magnetic | 4 ±15% Ω | 98 dB | 300 Hz | Large internal height, potted |
HS002850H50 | φ28 × 5.0 mm | Iron frame | 8 ±15% Ω | 97 dB | 600 Hz | Needs rear cavity volume |
HS003050H | φ30 × 5.0 mm | Round magnetic | 8 ±15% Ω | 97 dB | 550 Hz | Needs rear cavity volume |
HS003650H | φ36 × 5.0 mm | Round magnetic | 8 ±15% Ω | 97 dB | 500 Hz | Needs rear cavity volume |
HS004550H | φ45 × 5.0 mm | Round magnetic | 8 ±15% Ω | 98 dB | 500 Hz | Needs rear cavity volume |
HS352052H | 35 × 20 × 5.2 mm | Round magnetic | 8 ±15% Ω | 97 dB | 650 Hz | Needs rear cavity volume |
HS-BX-4020 | 58 × 22 × 10 mm, 20 × 40 mm diaphragm | Front-face module | 8 ±15% Ω | 97 dB | 1250 Hz | Cavity defined by the module |
Read the table in two directions. Across the 8 Ω round drivers, a 17 mm step in diameter moves published resonance by 100 Hz and then stops moving. Down the 4 Ω potted group, holding diameter nearby but increasing height drops the published figure from 500 Hz to 300 Hz. The second sequence shows the more powerful lever, and it is available only where the product can spend the height.
The last row is the exception worth noting. A front-face module using a 20 × 40 mm diaphragm in a 58 × 22 × 10 mm enclosure publishes 1250 Hz — higher than most of the cavity-mounted parts in the table, despite a larger diaphragm. In a volume-limited front face the cavity geometry dominates, which is why width alone does not predict low resonance.
5. How to Work Out Size and Cavity Together
Short answer: Fix the acoustic target first, then derive the minimum cavity volume from it, then find the smallest driver that delivers the required level into that volume. Choosing the driver first inverts the sequence and produces parts that cannot be installed as intended.
1. Fix the level required at the position the user will listen from, with the distance and the noise floor behind it.
2. Determine whether the product can reserve a controlled cavity behind the driver at all, and if so what volume is genuinely available in the assembled state.
3. Read the driver's sensitivity at the cavity volume that will actually exist, not only at its free-air or test-box figure.
4. Derive the minimum cavity volume from the in-cavity resonance you can accept, rather than from the footprint available.
5. Check whether the driver that meets the level requirement fits the height budget, since height is often the tighter of the two dimensions.
6. Where no rear volume is available, evaluate BOX constructions and front-face modules against the front-face design rather than treating them as drop-in replacements.
7. Ask the supplier to state which published measurement condition applies to the configuration they are proposing, and whether any further change would be needed for your cavity.
Project Case Study (Hongsheng)
A desktop companion robot programme specified a usable area of approximately 80 × 80 mm with a height limit of 20 mm, and needed a driver that could deliver low-frequency output with a voice band that stayed clear. Previous single drivers with polyester diaphragms did not reach the required sensitivity, and Hongsheng evaluated roughly seven candidates for the customer, taking amplifier boards to the customer's own premises so that speech-oriented and music-oriented amplifier configurations could be compared by listening in the customer's room. The part chosen was a Hongsheng private-mould driver working into an 8 cc cavity, with four locating posts added so that the acoustic opening was fixed by structure rather than by the front face. The design required a custom 8 Ω voice coil because the customer's amplifier was 8 Ω. Measured results were 105 ± 3 dB at 2 kHz with 4.0 Vrms input at 10 cm, resonance 500 Hz ±15%, rated power 2.0 W and maximum 2.5 W, and the unit entered volume production at 10,000 pieces at RMB 4.80 per unit. A further cost decision in the same programme replaced a RMB 0.25 piercing-line type with a conventional RMB 0.07 terminal-wire type, saving RMB 0.18 per unit. Hongsheng can evaluate driver size against available cavity volume, can supply the private-mould route where the catalogue footprint does not meet the structural requirement, and can state plainly whether the proposed cavity and driver combination will achieve the intended result.
Seven candidates were auditioned on the customer's own amplifier boards before an 8 cc cavity and a custom 8 Ω coil were committed, because the cavity was chosen after the driver was heard.
Hongsheng publishes cavity-mounted drivers, BOX constructions requiring a stated host cavity, and front-face modules from φ13 mm to φ76 mm, so a size and cavity combination can be evaluated against published configurations rather than assumed. Hongsheng can also supply a private-mould driver where the catalogue range does not fit the structural requirement, once the available envelope and the target level are stated.
6. Size, Height and Cavity: Questions Answered
Q1: Does a larger speaker always need a larger cavity?
No. A larger driver may enclose more volume itself, which reduces the cavity it needs. A potted 34 mm part at 9.0 mm tall publishes 300 Hz at a 2.0 W rating, while a 28 mm part at 5.0 mm tall publishes 600 Hz — the taller part needs less behind it, not more.
Q2: Why does my driver not sound like its published resonance?
Because the published figure is measured in a stated condition, commonly a 1 or 2 cc box or an air baffle. A sealed cavity raises the in-cavity resonance as the volume falls, following FC = Fs × √(1 + Vas / Vb). A smaller cavity than the test condition therefore shifts the result upward.
Q3: How much cavity volume does a micro speaker actually need?
It depends on the resonance you can accept rather than on the driver's size. Work backwards from the target in-cavity resonance and the driver's free-air value to obtain the minimum volume, then confirm that volume exists in the assembled product, allowing for the driver body, wiring and structure.
Q4: Does cavity leakage matter if my driver is published at a specific level?
Yes. A cavity that is not sealed against the rear chamber loads a different volume from the designed one, and the result drifts with whatever else is mounted nearby. This is a common source of unit-to-unit variation that the datasheet cannot predict.
Q5: If the driver has no rear cavity, what are my options?
A BOX construction or a front-face module. Both bring their own cavity, which removes the volume unknown. The trade is that the product's front face becomes part of the acoustic path, so the published performance still depends on that front-face design.
Q6: Why does height matter more than diameter in some constructions?
Because height is where volume lives. In published data at a 2.0 W rating, the 4 Ω potted group moves from 500 Hz at φ18 × 4.6 mm to 300 Hz at φ34 × 9.0 mm, while the 8 Ω flat-frame group flattens out at 500–600 Hz above φ28. The taller constructions keep moving after diameter stops helping.
Q7: Can I use a catalogue sensitivity figure directly in my product design?
Only as a starting point. It is measured at a stated distance, power and cavity condition. For an assembled product, confirm the figure against the cavity volume that will actually exist, or measure in the product, because the free-air number is not a prediction of the installed result.
Q8: What should be supplied to a supplier so a size and cavity proposal can be evaluated?
The available footprint, the maximum internal height, whether a cavity exists and what volume it holds, the required level at the listening position, the impedance, and any regulatory limit on output. With those stated, the size and cavity combination can be proposed rather than guessed.
7. Summary: Deriving the Cavity Before the Driver
Driver size and cavity volume act on the result through different mechanisms, and the reliable sequence fixes the acoustic target, derives the minimum cavity volume from it, and only then selects the smallest driver that delivers the required level into that volume. Published data at a common power rating shows how weakly diameter alone predicts resonance: among flat-frame 8 Ω drivers the published figure flattens above φ28, while taller potted 4 Ω parts continue down to 300 Hz. Front-face modules add the further complication that cavity geometry can outweigh diaphragm width — a 20 × 40 mm diaphragm assembly publishes 1250 Hz, higher than most cavity-mounted parts. Hongsheng can evaluate size against available cavity volume, supply catalogue or private-mould routes, and state whether a proposed combination will achieve the intended result. Final selection always belongs in the product specification and in measurements made in the assembled product.
Next step If you are working out driver size against cavity volume, the shortest route to a proposal worth testing is to state five things: the available footprint, the maximum internal height, whether a cavity exists behind the driver and what volume it holds, the level required at the position the user will listen from, and whether the product imposes a limit on maximum sound output. With those specified, our engineering team can propose a size and cavity combination, or state plainly which of the two would have to change if the target cannot be met in the space available.
More in This Series
· Power follows V² / R, and what an equal rating asks of the amplifier →https://www.hsdz-spk.com/news/578.html
· Impedance is an amplifier decision, not a loudness decision → https://www.hsdz-spk.com/news/579.html