Final Exam Flashcards
(100 cards)
goal of prescriptive formulas
- achieve amplification settings that are appropriate for the patient
- objective:
- –generate a target for gain or output as a function of frequency and intensity
- with the prescriptive approach , anyone can replicate your recommendation anywhere
two times prescriptive formulas can be used
- during selection
* during verification of hearing aid output
considerations for choosing a fitting strategy
- amount of audiometric and related information
- availability of age-specific corrections
- flexibility in selection of transducer type
- resulting targets:
- –REIG
- –REAR
- –OSPL90
- –coupler gain
- –output in the coupler
- –other HA parameters
how are targets for HAs devised?
- computer-based fitting software
- –stand-alone computer programs
- –software programs provided by manufacturer
- –formulae included in real-ear gain analyzers
how are fitting strategies and prescriptive formulas characterized?
- type of gain application
- –linear or nonlinear gain application
- amount and type of audiometric information required
- –only thresholds, loudness scaling data, or both
- underlying theoretical rationale
- –loudness normalization
- –loudness equalization
linear prescriptive formulas
- only prescribes 1 target per frequency
* targets are used to amplify conversational speech and bring it to the level of the listener’s MCL
compression based prescriptive formulas
- provides more than 1 target per frequency
* establishes ideal gain targets for various intensity inputs
two different types of formulas that require two different types of audio info
- threshold-based formulas
- –pure tone audio only
- loudness based formulas
- –audio thresholds plus measured MCL, UCL, and/or loudness scale data
what are the two underlying theoretical rationales for prescriptive formulas?
- loudness normalization
* loudness equalization
what is the goal and assumption behind loudness normalization
- Goals: restore normal loudness across the frequency bands
* based on the assumption that restoration of normal loudness perception will lead to greater acceptance by the user
what is the goal and assumption behind loudness equalization
- goal: achieve equal loudness across frequency bands
* patient perceives all frequency bands with equal loudness
what are the 5 linear formulas for loudness equalization
- Half-gain rule
- berger
- POGO
- NAL-R
- libby 1/3
what are the 2 nonlinear formulas for loudness equalization
- NAL-NL1; NAL-NL2
* DSL
what is the linear formula for loudness normalization
DSL
what are the 4 nonlinear formulas for loudness normalization
- LGOB
- IHAFF
- FIG 6
- DSL
what are the linear prescriptive strategies
- 1 target per frequency
- –same gain-frequency curves for all input levels
- —-until output level is high enough to limit (OLC)
- similar reserve gain recommendations across strategies
- similar in prescription of reduced low-frequency gain
- –to help reduce upward spread of masking from LF ambient noise
lybarger’s half-gain rule
linear
*prescribed gain is 1/2 the amount of the HL
Berger’s half-gain rule
linear
- 1/2 gain at most frequencies
- more than 1/2 gain at 1000 and 2000
prescription of gain and output (POGO)
linear
- 1/2 gain with additional low cuts
- for losses up to 80dB HL
POGO II
linear
- severe to profound losses
- gain increased by 1dB for every 1dB increase in HL
libby one-third gain rule
linear
- gain prescribed is 1/3 of the HL
- less gain at low frequencies
national acoustics laboratory- revised (NAL-R)
linear
*slightly less than 1/2 gain is prescribed
NAL-RP
linear
- revised; profound
- less high frequency emphasis at 2 kHz as threshold increases beyond 90dB HL
desired sensation level (DSL)
linear
- mild to severe losses; targets are 1 SD below the pt’s estimated MCL
- profound losses; based on experimentally optimal sensation levels