johnalison
Well-Known Member
Actually, it didn't take me as long as I though to find the right nomogramme..
Many thanks. I have to go out now but I've saved it for later.
Actually, it didn't take me as long as I though to find the right nomogramme..
I guess that's why I'm beginning to give up on this forum. You are perfectly entitled to go through the modules yourself. I've posted the link. There is a lot of it that covers waves entering shallow water, which I have deliberately omitted to keep things simple. That's why I chose an example in mid-channel.
If after going through the modules you still disagree with the science I'm sure they'll be perfectly happy to hear from you. However, your scientific argument might have to be a tad more developed than that of a semi-literate adolescent.
Sorry, but I have to agree with his observation, however crudely it may have been expressed. In Post 32 you said that the effect of wind against tide results from the increase in relative speed produced by velocities of wind and water being added. If that were true, then a 16 knot wind blowing against a 2 knot tide would produce exactly the same effect as 18 knots of wind at slack tide. Resisting the temptation to refer to parts of the male anatomy, I must say that this, let us just say, starkly contradicts decades of first hand observations, therefore, I also don't buy it.
Sorry, but I have to agree with his observation, however crudely it may have been expressed. In Post 32 you said that the effect of wind against tide results from the increase in relative speed produced by velocities of wind and water being added. If that were true, then a 16 knot wind blowing against a 2 knot tide would produce exactly the same effect as 18 knots of wind at slack tide.
scroll down half page or look "ocean currents", the text makes it very clear that opposing or same-direction currents act upon *wave steepness*.
Are you quite sure of your calculations?
Waves with a period of 6 seconds should travel at 18 knots
Hi,
I keep reading that conditions often become rough when the wind is against the tide and I'm curious to know the physical reasons why this is so ? Obviously you need to add the windspeed to the tide speed to get an idea of how much of a sea will result, but if the wind is say 30 kt and the tide is 4 kt, does the resulting effect amount to worse conditions that a wind of 34 kt would have given ? From what I've read the answer is "yes", but I'm interested to know what is going on for that to be true ? Is it an interaction with the sea bed or what ?
Thanks,
Boo
FFS, it's like trying to tell someone they'll not fall off the edge of the world.
I was refering only to the component of the waves that are generated in the period when the wind is blowing against the tide. You, like lw395, are trying to compare it to a real life observation of many other combined effects. I'm happy for a sensible discussion of the other effects, but you'll have to bring yourself up to speed first.
I've posted the link. It is publically available, just work your way through the modules.
https://www.meted.ucar.edu/training_detail.php?page=1&topic=3&language=1&orderBy=publishDateDesc
After a quick reading of this thread, I think the explanation has been given even if it was obscured by a lot of details.
AFAIK when waves encounter a parallel or anti-parallel current the wavelength is altered, becoming larger in the first case, and smaller in the second. As the steepness depends on the wavelength, the observed effect is explained.
The usual measure of steepness is wave height divided by wavelength and does not give the intuitive steepness as might be estimated by a sailor, but it's as good a measure as any.
Notice that there is no mention of wind; its relevance is only as the generator of the waves.
I think we can all agree about that -- the wavelength is altered and with it steepness.
But why is the wavelength altered? Nothing here explains why 20 knots blowing against a 2 knot current is so much different from 22 knots at slack tide. But it is very different, as we all know.
Here's another discussion on the subject: http://www.cruisersforum.com/forums/f131/challenge-explain-the-physics-of-wind-over-tide-32570.html
You have offered nothing but incoherent and contradictory explanations, and suggestions to take a complete weather course in multiple modules.
Let's get back to the thesis of the OP, which I thought was well expressed, and which has not yet been answered by anyone:
Every sailor who sails a boat more than his armchair, knows that waves stand up and become ugly when wind and current are opposed. What is the cause of this well documented and widely observed phenomenon? A person who understands it will be able to explain it, and will need to resort to references and formulae only for proof. Proof is not needed here, so far, since we have not even heard a coherent thesis for someone to challenge.
So perhaps there are multiple and complex mechanisms at work -- let's hear about them. I am somewhat skeptical about how complex these mechanisms could be since they occur between a very clear and simple cause, and a very clear and simple effect. In any case, this should be difficult to explain, only to someone who does not understand it.
Since we observe this phenomenon just the same in deep water as well as shallow, it cannot be a matter of seabed effects or wave reflections. Since we observe this phenomenon just the same in a constant ocean current like the Gulfstream, it cannot be a matter of echoes of of the opposing stream. So WTF is it?
I would love to be proven wrong (and there's a river of beer in the Fountain riding on it), but I have a pretty good idea that no one who has participated in this thread so far has the vaguest idea. Some are just a bit more honest about it
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...when there is a wind shift which puts the wind and wave direction in opposition then thats the recipie for big surfing waves. Here the wind quite clearly slows down the exposed part of the wave and gives the steep front beloved by surfers.
Your post is astounding in its arrogance and ignorance. You haven't bothered to make an effort to understand what I'm saying and are too lazy to look at the source material I've quoted. I've spent seven or eight hours over the last couple of weeks going through modules on the web and have simplified it down to a what is still quite a lengthy post, but I've condensed an awful lot of detail.
The whole point is to try to understand it mathematically. They're not difficult formulae. I've also provided worked examples to help illustrate the points, but you don't seem to have looked at them in any detail.
I'm not sure I can even simplify it to your terms. You're looking for a one dimensional answer to something that is not one dimensional. I guess you read abridged versions of the classics.
So anyway, here goes in noddy terms.
1) waves are generated by the wind. The period and height depend upon the wind speed, fetch, which is the distance over which the waves are affected by the wind not the distance from the nearest land, and time. Sometimes they develop from scratch and sometimes they develop from existing waves already created by a gentler wind.
2) After generation is finished waves propagate as swell (I'm not going into that as it's a whole area in itself). Swell is generally less steep because energy transfer and dispersion causes swell period (hence wavelength) to increase and height to decrease.
3) Wave speed in deep water is proportional to period, in shallow water it is proportional to water depth.
4) The period of a wave does not change when it enters shallow water so its wavelength decreases as it slows down. That again is a whole area in itself and I'll skip that to keep it simple as my earlier posts confined themselves to deep water.
5) I must've already posted this three or four times, but here goes again. WIND OVER TIDE IS NOT IN ITSELF THE MAJOR CAUSE OF THE STEEP WAVES YOU ENCOUNTER IN 'WIND OVER TIDE' CONDITIONS. In other words, although the wind opposing the tide causes bigger waves to be generated, it is not the major factor.
6) When an existing wave enters an area of water that is flowing in the opposite direction its period remains the same. It slows down and the wavelength decreases. It's height increases by a proportionate amount. In other words it becomes much steeper. THAT IS THE MAJOR CAUSE.
7) The wave energy is a mixture of kinetic and potential energy. Although energy is lost to the sea bed in shallow water, we're not considering that case, so as the wave slows down kinetic energy is transferred into potential energy. The potential energy is the gravational potential energy of the wave crests.
Hi AliM,
I'm an ex-physicist. I've just tried dusting the cobwebs off an old textbook on waves to see if there were any diagrams I could still understand, but there was none that was appropriate to this.
I suspect the main effect is pretty much the same as the Doppler Effect. The waves are generated at a certain frequency based upon wind speed (and of course fetch etc.) and the velocity of propogation is determined by that (could look up all the numbers for that I guess but haven't yet).
When the waves enter an area of moving water the wave is slowed down by the same amount as that water is moving (I'm assuming for simplicity that the moving water is moving in completely the opposite direction to the waves) yet the frequency remains the same. Therefore the wavelength will shorten.
The above assumes constant depth of water. When you combine that with the effect of the shallowing of the water (which is often the case where you get waves encountering a strong ebb) thats when that bit of sea becomes famous and gets its picture in the pilot books.
Of course there's also the effect of the wind on the steeper seas, the increase in the apparent wind speed (from F7 to F8 in the OP's example) and any disturbance caused by the topology of the sea bed, particularly abrubt changes in depth.