Hearing Aid Gain Calculator
Calculate prescribed hearing aid gain at multiple frequencies using NAL-NL2 prescription method based on audiometric hearing loss.
About this calculator
Prescriptive hearing aid fitting starts from a simple but important insight: hearing loss usually isn't uniform across the frequency spectrum, so the amplification a hearing aid provides shouldn't be uniform either. This calculator applies a simplified NAL-NL2-style rule of thumb, scaling each frequency's prescribed gain from that frequency's own measured hearing loss with a frequency-specific multiplier — roughly 31% at 250 Hz, rising to about 46-52% through the 1-4 kHz range where speech clarity depends most heavily on audibility. That means the same 40 dB of hearing loss produces meaningfully different prescribed gain depending on which frequency it's measured at, reflecting that low-frequency amplification needs to be more conservative to avoid overwhelming residual low-frequency hearing and causing discomfort or feedback, while higher frequencies — where speech consonants that carry most intelligibility live — typically tolerate and need proportionally more gain.
Age applies a separate, modest adjustment on top of the frequency-specific calculation: children get slightly more gain since developing auditory systems benefit from richer audibility for speech and language acquisition, while adults over 70 get slightly less, reflecting typical clinical practice around loudness tolerance in older patients. This calculator is explicitly a simplified starting-point estimate, not the full NAL-NL2 or DSL v5 algorithm audiologists actually use in clinical practice — those full prescriptions incorporate compression characteristics, binaural considerations, and other refinements this streamlined version doesn't attempt, which is exactly why real-ear verification by a licensed audiologist remains essential before finalizing any actual fitting.
Inputs
Results
Overall Prescribed Gain
20.6 dB
How to Use This Calculator
- Enter the patient's hearing loss thresholds (dB HL) at 250 Hz, 1 kHz, 2 kHz, and 4 kHz from the audiogram.
- Enter the patient's age — the calculator uses the NAL-NL2 prescription formula for adults and DSL v5 for patients under 18, with an age-based gain adjustment.
- The calculator applies frequency-specific gain multipliers to each hearing loss value to estimate target gain.
- Review the prescribed gain (dB) at 250 Hz, 1 kHz, 2 kHz, and 4 kHz, the overall prescribed gain, and which prescription method (NAL-NL2 or DSL v5) was applied.
- Use the output as a starting point for hearing aid fitting — fine-tune with real-ear measurement under the supervision of a licensed audiologist.
How the result changes with Hearing Loss at 4 kHz (dB HL)
| Hearing Loss at 4 kHz (dB HL) | Overall Prescribed Gain |
|---|---|
| 30 | 16.8 dB |
| 45 | 18.7 dB |
| 90 | 24.3 dB |
| 120 | 28.1 dB |
What each input means
- Hearing Loss at 250 Hz (dB HL)
- Hearing threshold at 250 Hz from audiogram.
- Hearing Loss at 1 kHz (dB HL)
- Hearing threshold at 1000 Hz from audiogram.
- Hearing Loss at 2 kHz (dB HL)
- Hearing threshold at 2000 Hz from audiogram.
- Hearing Loss at 4 kHz (dB HL)
- Hearing threshold at 4000 Hz from audiogram.
- Patient Age (years)
- Patient age. Children (<18) use DSL v5 prescription; adults use NAL-NL2.
What each result means
- Prescription Method
- 1 = NAL-NL2 (adults), 2 = DSL v5 (pediatric).
How this is calculated
Worked example, using the default values
- Identify Input Parameters4 parametersHearing Loss at 250 Hz (dB HL) = 25, Hearing Loss at 1 kHz (dB HL) = 40, Hearing Loss at 2 kHz (dB HL) = 50, Hearing Loss at 4 kHz (dB HL) = 60 = 5 input(s) provided
- Calculate Overall Prescribed GainOverall Prescribed Gain = max(020.6 = 20.6
- Calculate Gain at 250 HzGain at 250 Hz = max(07.8 = 7.8
- Calculate Gain at 1 kHzGain at 1 kHz = max(018.4 = 18.4
Engine last updated . Checked against 3 independently-derived tests — how we verify calculators. Built by Paul Gunder, a software engineer, not a licensed financial, medical, or legal professional.
Frequently Asked Questions
Why does the same amount of hearing loss produce different gain at different frequencies?
Prescriptive formulas like NAL-NL2 apply different gain multipliers at different frequencies because low-frequency amplification needs to stay more conservative to avoid overwhelming residual hearing and causing discomfort or feedback, while frequencies in the 1-4 kHz range — where speech consonants that carry most of spoken-word intelligibility live — typically need and tolerate proportionally more gain for the same measured hearing loss.
Why does patient age change the prescribed gain if hearing loss stays the same?
Age-based adjustments reflect typical clinical patterns rather than the audiogram itself changing — children generally receive slightly more gain because developing auditory and language systems benefit from richer speech audibility, while older adults often receive slightly less gain reflecting typical patterns in loudness tolerance and comfort at that stage of life, independent of what the raw hearing thresholds show.
Is this calculator's output the exact gain a real hearing aid should be programmed to?
No — this is a simplified, streamlined approximation of the frequency-specific logic behind prescriptive formulas like NAL-NL2 and DSL v5, not the full clinical algorithm an audiologist actually uses, which also incorporates compression behavior, binaural balance, and other refinements this calculator doesn't model. Treat the output strictly as a starting-point estimate to be verified and adjusted with real-ear measurement during an actual professional fitting.
Why do children use a different prescription method (DSL v5) than adults (NAL-NL2)?
DSL v5 was specifically developed with pediatric hearing needs in mind, prioritizing full audibility of speech sounds to support language development during a critical developmental window, while NAL-NL2 is generally considered better suited to adult listeners who can report their own comfort and loudness preferences. This calculator reflects that clinical convention by automatically switching prescription methods based on whether the entered age is under 18.
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