Higher wavelength penetrate the tissue better why?

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Why does a higher wavelength penetrate a tissue below the skin better?

Why wouldn't it be a lower wavelength => higher energy that penetrates a tissue better?

Thanks!

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Can you post the whole question..Maybe to minimize damage? Remember The Folks at the Hospital uses MRI (which is pretty much a Radio wave hence has low Frequency/ Low energy ) to get a detailed picture of internal organs whilst X-Ray ( which is High Frequency/ High Energy) only shows you the bones or any hard structure).

So, the first reason is because of the Photo-electric effect, each time a High beam interact with a tissue, it ionized the elecctrons in those tissue thereby causing the production of Free Radical which in turn damages the DNA and wreak havoc... Also High energy photons have higher momentum hence higher speed this they are less likely to interact with matter thereby resulting in a weak image.

To sum it up, i guess Higher energy Photons or photon with lower wavelenght ought to penetrate the tissue better than Low Energy photons (photon with longer wavelenght) because of the difference in speed and momemtum.. However, the Low energy Photon (Higher wavelenght) interacts better with tissues.
 
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Can you post the whole question..Maybe to minimize damage? Remember The Folks at the Hospital uses MRI (which is pretty much a Radio wave hence has low Frequency/ Low energy ) to get a detailed picture of internal organs whilst X-Ray ( which is High Frequency/ High Energy) only shows you the bones or any hard structure).

So, the first reason is because of the Photo-electric effect, each time a High beam interact with a tissue, it ionized the elecctrons in those tissue thereby causing the production of Free Radical which in turn damages the DNA and wreak havoc... Also High energy photons have higher momentum hence higher speed this they are less likely to interact with matter thereby resulting in a weak image.

To sum it up, i guess Higher energy Photons or photon with lower wavelenght ought to penetrate the tissue better than Low Energy photons (photon with longer wavelenght) because of the difference in speed and momemtum.. However, the Low energy Photon (Higher wavelenght) interacts better with tissues.


Here's the question from TBR:

Which of the following lasers can be used to penetrate the deepest into tissues bellow the skin?
A) Pulse dye 585nm
B) Alexandrite 755 nm
C) Diode 810 nm
D) YAG 1064nm

Answer is D and the explanation is " as a general rule the longer the wavelength of light the deeper it can penetrate into the skin. of the 4 lasers listed in the answer choices YAG has the highest wavelength so it will penetrate the deepest"
 
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It's a very general rule, used with ultrasound imaging, that the penetration depth is in the (200 x lamda) to (250 x lama) range. This is to say that as a wave penetrates in, it can oscillate back-and-forth about 200 to 250 times on average before it interacts in a way with the medium that it no longer propagates the same way. This could very well be the result of absorption. So for a longer wavelength, a greater distance can be covered per oscillation back-and-forth, resulting in a longer total distance traveled into tissue before it no longer penetrates in. A laser deals with light waves, as opposed to sound waves, so it is not an ideal analogy. But for a simple question at the level of the MCAT, this trinket of knowledge was applicable.
 
It's a very general rule, used with ultrasound imaging, that the penetration depth is in the (200 x lamda) to (250 x lama) range. This is to say that as a wave penetrates in, it can oscillate back-and-forth about 200 to 250 times on average before it interacts in a way with the medium that it no longer propagates the same way. This could very well be the result of absorption. So for a longer wavelength, a greater distance can be covered per oscillation back-and-forth, resulting in a longer total distance traveled into tissue before it no longer penetrates in. A laser deals with light waves, as opposed to sound waves, so it is not an ideal analogy. But for a simple question at the level of the MCAT, this trinket of knowledge was applicable.

The MCAT will not require that kind of knowledge and the question itself is a poor MCAT question.
 
It's a very general rule, used with ultrasound imaging, that the penetration depth is in the (200 x lamda) to (250 x lama) range. This is to say that as a wave penetrates in, it can oscillate back-and-forth about 200 to 250 times on average before it interacts in a way with the medium that it no longer propagates the same way. This could very well be the result of absorption. So for a longer wavelength, a greater distance can be covered per oscillation back-and-forth, resulting in a longer total distance traveled into tissue before it no longer penetrates in. A laser deals with light waves, as opposed to sound waves, so it is not an ideal analogy. But for a simple question at the level of the MCAT, this trinket of knowledge was applicable.

But why is that so??? isn't it colliding with the tissue and losing it's Energy all the way through? Or do sound wave, interact differently with matter as opposed to EM waves.. Ok this is actually true since E of an EM wave is proportional to its frequency.. even then why is the wavelength of a sound wave influencing it's Energy/Amplitude? arent those two things unrelated?

The speed of a sound wave is v = lamba x f .. oh is it because we are changing meduim?? So the frequency doesnt change , hence by increasing the wavelength we are increasing the Speed thereby increasing the Momentum of wave. Thus allowing it to cover a great distance?
 
The MCAT will not require that kind of knowledge and the question itself is a poor MCAT question.

They have that concept in questions within their released materials collection. It's actually a very good question in that it deals with a medical application of physics.
 
I believe this is also seen in the ear where the lower frequency, higher wavelength travels to the APEX of the Cochlea (longer waves travel farther) and higher frequency, lower wavelength travel to the base of the cochlea (shorter waves travel shorter distances).
 
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