Hello! I hope some folks here might be able to address some of my concerns.
A recent hearing test showed that I had hearing in the “normal” range through and including 4k, but a mild-moderate high frequency loss at 6k and 8k (see audiogram results below).
Although a hearing loss such as mine might seem insignificant to some folks, I am a musician, and notice that I do not hear as well as I used to. Music does not seem to have the same fidelity as in the past. In addition, I sometimes have trouble distinguishing high-frequency speech consonant sounds, especially in noise.
I really would like to find the best hearing aids for my loss. I presume an open-fit design would work best, since my low frequency hearing is considered to be in the normal range.
I’ve read as many articles on the internet as I could find about music and hearing aids, especially by those who seem to be experts in this area (Marshall Chasin, Mead Killion, Mark Ross). They all seem to advocate hearing aids with a very wide extended bandwidth, which makes sense to me.
Further internet research led me to the websites of General Hearing Instruments, which uses the Digi-K circuit, claiming to have a 16k bandwidth, and Sebotek HD 16, which claims a 14k bandwidth. Does anyone have any experience with either of these? Do these really amplify sounds out that far? (I ask because, even though the Sebotek claims 14k, the frequency range listed in their technical specifications only lists 8k as the highest frequency. Why?) A related issue would be whether the gain provided by these hearing aids at these very high frequencies is enough for me to notice any kind of improvement, especially with music fidelity.
My audiologist could only test me up to 8k, but I did an online hearing test (I know they might not be reliable), and I could still hear (very faintly at high gain) at 14k, but not beyond.
Thanks in advance for any information folks here could provide.
----------------------- Right: Left:
250: 10, 5
500: 10, 0
1k: 5, 0
2k: 15, 5
3k: 20, 20
4k: 20, 15
6k: 30, 40
8k: 50, 40