Seminar 2: Compression Flashcards
What is the range of sounds that the normal auditory system can cope with?
The normal auditory system can cope with a range of sounds from 0 to 100 dBHL (decibels Hearing Level).
How does the range of sounds that an impaired auditory system can cope with compare to a normal auditory system?
An impaired auditory system can cope with a smaller range of sounds, meaning the patient has a reduced dynamic range.
What is the purpose of a system that limits the maximum output for hearing-impaired individuals?
To avoid exceeding the individual’s discomfort levels and to prevent saturation of the hearing aid.
Why is the range of sounds important in the context of auditory systems?
The range of sounds is important because it determines the dynamic range that an auditory system can handle, which affects the ability to hear and process different sound levels effectively.
Why is it important to decrease the range of sound levels in speech and the environment for hearing-impaired individuals?
To better match the residual dynamic range of the hearing-impaired individual, ensuring they can hear effectively without discomfort.
What are the characteristics of vowel sounds such as /a/, /u/, and /i/?
Vowel sounds are low-pitched, relatively intense, and primarily responsible for making speech audible.
What is the range of average conversational speech according to Beranek (1947)?
Average conversational speech spans a range of 30dB.
How many syllables per second are typically spoken in normal speech?
3 to 5 syllables per second.
What are the characteristics of consonant sounds, especially unvoiced sounds like /th/, /f/, and /s/?
Consonant sounds are high-pitched, relatively soft, and carry most of the information in speech.
What are the typical durations for stressed and unstressed vowels, and voiced and unvoiced consonants?
Stressed vowels: 100 - 200 ms
Unstressed vowels: 75 - 150 ms
Voiced consonants: 50 - 150 ms
Unvoiced consonants: 20 - 100 ms
What is the formula for the output of a hearing aid?
Output = Input + Gain (where Gain = Output - Input).
hat does a frequency response curve represent in the context of hearing aids?
It represents the hearing aid output as a function of frequency with fixed input level and overall gain.
What is a frequency-gain curve?
A graph showing the gain of a hearing aid as a function of frequency.
What changes might occur to frequency response curves for speech presented at different input levels?
The shape of the curve may change as the input level increases.
On what factors can the gain from a hearing aid vary?
- The frequency of sound.
- The intensity of the input at each frequency.
What is shown by the input-output function of a hearing aid?
The variation in gain across different input intensities at a specified frequency.
- What is the output when the input is 50 dBSPL and the gain is 30dB?
- What is the output when the input is 90 dBSPL and the gain is 20dB?
- What happens to the hearing aid output for an input of 90 dBSPL?
- The output is 80 dBSPL (50 + 30).
- The output is 110 dBSPL (90 + 20).
- The hearing aid provides only 20dB of gain, resulting in an output of 110 dBSPL.
How do the input/output functions differ among three different hearing aids for inputs of 50 and 90 dBSPL?
The input/output (I/O) functions vary between hearing aids, resulting in different outputs for the same input levels. For instance, one hearing aid may produce an output of 80 dBSPL when the input is 50 dBSPL, indicating a gain of 30dB. Similarly, another hearing aid may yield an output of 110 dBSPL with an input of 90 dBSPL, suggesting a gain of 20dB. These variations demonstrate how different devices apply gain differently based on input levels.
How does linear amplification behave in terms of gain adjustment at different input levels?
In linear amplification, the gain remains constant regardless of input intensity at specific frequencies. For instance, at 0.5kHz, the gain will be 11dB irrespective of whether the input level is 10dB SPL, 50dB SPL, or 80dB SPL. Similarly, at 4kHz, the gain remains constant at 20dB for different input levels. However, linear amplification has a limit to its output, and its linearity decreases at high input levels.
What is the relationship between input and gain for these hearing aids?
The input/gain (I/G) function reveals how much gain is applied for different input levels. In the case mentioned, one hearing aid provides 30dB of gain for an input of 50 dBSPL but only 20dB of gain for an input of 90 dBSPL. This indicates that the gain decreases with increasing input level. Despite the decrease in gain, the output continues to increase, suggesting that the decrease in gain is less than the increase in input level.
What is the relationship between input and output in linear amplification?
In linear amplification, the input/output (I/O) relationship follows a 1:1 ratio for every 10dB increase in input level, resulting in a corresponding 10dB increase in output level. This relationship continues until the maximum output is reached. It’s important to note that the gain of the hearing aid remains constant at 30dB until the maximum peak output (MPO) is reached.
How does the input level and gain adjustment affect the output of Hearing Aid 3?
Hearing Aid 3 applies a gain of 17dB to an input of 90 dBSPL, resulting in an output of 107 dBSPL. This illustrates that even though the gain decreases with increasing input level, the output continues to increase. This occurs because the decrease in gain is less than the increase in input level. Additionally, for Hearing Aid 3, applying 30dB of gain to an input of 50 dBSPL results in an output of 80 dBSPL, while applying 20dB of gain to an input of 90 dBSPL results in an output of 110 dBSPL. Despite the difference in gain applied to the inputs, the output sound pressure level (SPL) is still greater for the 90 dBSPL input.
What are the differences between linear and compression amplification in addressing sensorineural (SN) loss?
Linear amplification applies the same amount of gain to all sounds, resulting in soft sounds becoming audible, conversational speech becoming loud, and intense sounds being amplified beyond the dynamic range, making them uncomfortable. In contrast, compression amplification applies different amounts of gain to soft, moderate, and intense sounds, resulting in a more balanced listening experience. Soft sounds become audible, moderate sounds are comfortable, and intense sounds are loud but still comfortable.
How does the input/gain (I/G) function change in linear amplification for input levels exceeding 80 dBSPL?
In linear amplification, the reduction in gain occurs for input levels greater than 80 dBSPL. This reduction is necessary because the maximum output cannot exceed 110 dBSPL due to limitations in the hearing aid’s capabilities. As a result, the gain decreases to prevent the output from exceeding the maximum limit, ensuring that the output remains within the desired range for comfortable listening.