Originally posted by: oynaz
Originally posted by: AgentJean
Originally posted by: Kreon
How do submarines navigate?
I always thought they used GPS, though I could definitely be wrong.
Sorry to get slightly off topic OP
Navigation charts and the stars.
Yep, they navigate using the well-known underwater stars ;-)
Originally posted by: superHARD
Originally posted by: oynaz
Originally posted by: AgentJean
Originally posted by: Kreon
How do submarines navigate?
I always thought they used GPS, though I could definitely be wrong.
Sorry to get slightly off topic OP
Navigation charts and the stars.
Yep, they navigate using the well-known underwater stars ;-)
Yeah, and if you can't ping the floor what good are maps going to do you?...it's not like you can look out and see what's in front of you.
Originally posted by: PottedMeat
i dont believe so, water probably attenuates ~1.5Ghz considerably or reflects most of it. it's why subs use extremely low frequency rf ( tens to 100's of khz ) for communications.
Originally posted by: bob4432
Originally posted by: PottedMeat
i dont believe so, water probably attenuates ~1.5Ghz considerably or reflects most of it. it's why subs use extremely low frequency rf ( tens to 100's of khz ) for communications.
how can you claim a khz to be a low frequency? especially "tens to 100's of khz"? i hope you are meaning Hz and KHz....
Originally posted by: MrDudeMan
Originally posted by: bob4432
Originally posted by: PottedMeat
i dont believe so, water probably attenuates ~1.5Ghz considerably or reflects most of it. it's why subs use extremely low frequency rf ( tens to 100's of khz ) for communications.
how can you claim a khz to be a low frequency? especially "tens to 100's of khz"? i hope you are meaning Hz and KHz....
Because 10s or 100s of KHz IS extremely low frequency for communication. Your point is baseless as this is all relative, and clearly he was talking within the scope of communication frequencies. Cordless phones in your house use 900MHz or more, making 100KHz less than .01% of that.
Originally posted by: bob4432
Originally posted by: MrDudeMan
Originally posted by: bob4432
Originally posted by: PottedMeat
i dont believe so, water probably attenuates ~1.5Ghz considerably or reflects most of it. it's why subs use extremely low frequency rf ( tens to 100's of khz ) for communications.
how can you claim a khz to be a low frequency? especially "tens to 100's of khz"? i hope you are meaning Hz and KHz....
Because 10s or 100s of KHz IS extremely low frequency for communication. Your point is baseless as this is all relative, and clearly he was talking within the scope of communication frequencies. Cordless phones in your house use 900MHz or more, making 100KHz less than .01% of that.
so ultra low frequency communication is done @ 10-100KHz?
Originally posted by: bob4432
Originally posted by: MrDudeMan
Originally posted by: bob4432
Originally posted by: PottedMeat
i dont believe so, water probably attenuates ~1.5Ghz considerably or reflects most of it. it's why subs use extremely low frequency rf ( tens to 100's of khz ) for communications.
how can you claim a khz to be a low frequency? especially "tens to 100's of khz"? i hope you are meaning Hz and KHz....
Because 10s or 100s of KHz IS extremely low frequency for communication. Your point is baseless as this is all relative, and clearly he was talking within the scope of communication frequencies. Cordless phones in your house use 900MHz or more, making 100KHz less than .01% of that.
so ultra low frequency communication is done @ 10-100KHz?
Originally posted by: Paperdoc
On the matter of signal attentuation in water, it's even more complicated. We all think in terms of conductivity and resistance as if they were constant. But in fact they are not - they change at different frequencies. Mathematically, the propogation coefficient of any medium at a particuclar frequency is written as a complex number, a + iß. The real portion, a, determines the wavelength of the high-frequency wave in the medium. The imaginary portion, ß, is the attentuation coefficient and determines how much the signal is reduced as it passes though one wavelength of medium. At low enough frequencies each of these is constant and ß is just another version of resistance. But in the right frequency range they both change with frequency. Over a certain frequency range, a drops evenly, from a low-freq value to a lesser value at high freqs, as frequency increases; ß rises from almost nothing at low freqs to a peak value and then reduces to near-zero again at high freqs.
The reason for this is the mechanism of the interaction of the medium with the electromagnetic waves. Molecules of the medium, and smaller parts of these molecules, are tumbling and turning at all times, each with their own characteristic freequencies. When the frequency of the applied electromagnetic wave is close to the frequency of the tumbling molecule, the molecule absorbs energy from the waves and gets more excited. Now it's tumbling a bit more energetically, and we observe this in a macroscopic way as an increase it the temperature of the medium. Meanwhile, the wave is now less intense because it contributed part of its energy to the molecules.
Now, it just happens that many smaller organic molecules absorb energy around 3 to 20 GHz. Water is a little lower, between 0.5 and 5 GHz. That is the basis of microwave ovens - the operate around 2 GHz. And GPS systems are in the same frequency range, so any water will attenuate (i.e., absorb substantial energy from) those frequencies. Thus the signals will not penetrate very far into water, salty or not. But the amount of attenuation is NOT directly dependent on conductivity at zero or very low frequencies, because the mechanism of absorbing the wave energy is not movement of ions through the water. It is the increase in rotational energy of the water molecules themselves.
Originally posted by: Paperdoc
Re reply by Born2bwire:
The way I view it, the polar molecules ( water or whatever) do not exactly rotate slowly in time with the applied field. Their relaxation rates are much faster than low-frequency fields, so each molecule spends very little time oriented at the right angle to the field to actually experience a torque and absorb energy. Thus, the efficiency of absorbtion from low-frequency fields is poor, and the absorption coefficent is small.
I've not worked directly with microwaves in conductive aqueous media. My work was in polar molecules (and those with rotating substituent groups) with generally low absorption coefficients, so we deliberately stayed away from solvents with low-frequency conductivity, and ensured we used water-free organic solvents. This was in recognition that those sources of conductivity might show up at microwave frequencies as small contributions to absorption, but certainly not zero contributors. So we avoided those absorbers to make our work easier. I would not expect ionic movement to contribute significantly to microwave energy absorption in water - I'd expect the dielectric absorption by water itself to dominate largely. But I'll admit I do not have personal experience to quantify that.
Originally posted by: Kreon
How do submarines navigate?