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"peter" wrote in message
om... I did carry out the experiment it was a simple experiment,it showed result Bravo. Let's see them then. |
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"peter" ) replied to Jeff Root:
I did carry out the experiment it was a simple experiment,it showed result You said that the "experiment" consisted of: measuring the angle between the earth and light ray from the sun at time interval of 1 hour. That is not an experiment. It is, however, a reasonable thing to observe. If this description is correct, then you did not carry out an experiment. You only made observations. Nothing wrong with that. Without giving away anything about your secret invention concept, please tell us: How you determined the actual position of the Sun at the time of each observation of the apparent position. What correction you applied for atmospheric refraction. Where on the equator you made these observations. -- Jeff, in Minneapolis .. |
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peter wrote:
I am working on an invention if i post this evedence legaly i will lose my partern right, What is a "partern?" with this evidence some can develop it that is why i am holding on this .I am trying out theoretical research if imformation can be stored in an electrons in atoms . Once again we need to translate from Loon to human. Do you have any idea what you are talking about? |
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(peter) wrote:
wrote in message . .. (peter) wrote: EXAPERIMENTAL SETUP Your experimental setup and methods are seriously flawed - see below. CHAPTER THREE 3.0 RESEARCH DESIGIN This research was set up to investigate the present of resultant angle and to determine its degrees to fine of if photon are charge and are deflected by earth magnetic field . 3.1 STUDY AREA This research was carried out on sun light rays .The condition under investigation was to determine the if photon were charge and are deflected by earth magnetic field and to also ivestigate presnt of resultant angle of light on earth surface and determine its degrees This doesn't make any sense. Determine degrees of what? What do you mean by "resultant angle"? And please start using a spell checker so I at least have a vague idea what you're on about. 3.2 DATA COLLECTION this was done both qualitatively and quantitatively by marking the What do you mean by "qualitatively"? In this kind of experiment only exact measurements can have any meaning, so any subjective impressions cannot be used. position of the shadow at time interval of one hour measurement taken were computed to fine out the angle of incident using trigometric function of angle. 3.3 INSTRUMENT AND REQUIREMENT USED Campass direction,long straight pole,clock.open falt leveled ground,sunny weather, 3.4 PROCEDURE This experiment was carried out on march /20/2003 on a open 60 km from the equator. Did you compute the effect of not being exactly on the equator? How much would this affect your results? What was your exact lat/long, and just as importantly, what was your elevation above sea level? What about your horizon? If there were any obstructions such as buildings, hills, trees etc. you wouldn't be able to accurately determine sunrise or sunset. The ground was level covering a radius of 20 meters using leveler to ensure that the ground was not tilted. What's a "leveler"? Do you mean a device (like a spirit level) to measure the slope, or some kind of device to create a flat area? Using a compass the direction the north and south direction was determined and a striaght north-south line was drawn.The west and east direction was also determined and west-east line was drawn.AT the Are you aware that magnetic North is _not_ the same as true North? Did you take this into account when constructing your coordinate system? This seems to me to be one of the most fundamental flaws in your whole "experiment". point were this two line cross each other a 7 feet long striaght thin pole was fixed vertically at right angle to the ground. How did you ensure it was vertical? What was it made of (to know if it might bend)? How much of the pole was in the ground, and how much remained projecting above? All of these could affect your results. The experiment setted at 3 GMT at sun rise the position of shadow of the pole was marked at regular time interval of one hour through the day up to sun set at 16 GMT. Well, a quick check puts you near the East coast of Africa, either in Somalia or Kenya. However, on 20th March the Sun rose at 03:00 and set at 15:00, so you've either made a fundamental error in your observations or you have the date wrong.... Of course the Sun isn't a point source, so the rise and set times could be slightly earlier and later than these by a few minutes. I presume you also took into account this fact that the Sun isn't a point source when designing your experiment and when analysing your data? A striaght line was drawn from each of the position marked through to the center were the pole was fixed.Lenght of each of the drawn line was taken and recorded . How were these measured? And how accurately? Why were measurements only taken at hourly intervals? How accurate was your "clock" come to that? If there is any deflection of photons by magnetic fields, the effect would be so small that you'd have to be making measurements accurate to microns - which I somehow doubt you were doing. The angle of light rays to be computed were divided into two.angle of ray from sun rise to 90 degree and angle from 90 degree to angle of rays at sun set.lenght was taken for The lenghts recorded was used in the trigonometrical determination of angle of the rays. Rays from sun rise to ray with 90 degrees were computed from trigonometric function of angle of eastern line lenght aganist the lenght of line drawn from the shadow to the center were the pole was fixed and rays from 90 degree to sun set were computed from trigonometric function of angle of western line lenght aganist the lenght of line drawn from the shadow to the center were the pole was fixed. I've read this at least ten times and can't figure out what you mean. The angle was computed from the lengths of two lines, one being the shadow projected by the pole - what's the other length? Is it some datum on the East-West axis? If so, how did you measure it, and how accurately? CHAPTER FOUR 4.0 DATE PRESENTATION AND ANALYSIS OF DATA Angle of light ray from sun rise to 90 degree was computed as E=antisin z/y What are z and y? If I was trying to calculate the angle of the Sun I'd do it as arctan (pole_height / shadow_length). To use arcsin you'd need the hypotenuse length, which you haven't defined or calculated. angle of light rays rom 90 to sun set was computed as B=antisin c/a The resultant angle was computed as shown below Cos A = CosB-CosE A=anticos(cosB-coE) A is resutant angle What does this mean? I've read it again about ten times, but can't figure out what you're trying to calculate. Where do these equations come from? (That might best be treated as a rhetorical question, since I think I know the answer ![]() Cos E is average angle of rays less than 90 computed with relative to the eastern line(from sun rise to 90) Cos B is average angle of rays lees than 90 computed with relative to the western line(from 90 degree to sun set) z is the lenghts of lines drawn from shadow of the the pole of rays from sun rise to 90 degree c is the lenght of lines drawn from shadow of the pole of rays from 90 degrees to sun set y is the lenght on the eastern line used in calculating angle E a is the lenght on the western line used in calculating angle A Ah, so z is the shadow length and y is some datum length along the E-W axis. I still don't see what arcsin(z/y) gives you. You need to define your terminology and symbols _before_ you use them. If this is the standard of the 25 papers you claim to have written, it's no surprise they remain unpublished ![]() 4.1 TREATMENT OF RESULTS Table of result of angle E TIME(GMT) Angle(Degrees) 3 0.00 4 10.00 5 26.00 6 35.00 7 40.00 8 60.00 9 78.00 average angle E=35.57142857 degrees These figures are only given to integer degrees! You're supposed to be measuring a tiny effect and you're only bothering to measure to one degree accuracy? Giving an average to 8 decimal places is meaningless. Table of result of angle B TIME(GMT) Angle(Degrees) 10 89.0 11 70.0 12 55.60 13 41.20 14 25.90 15 14.00 16 0.00 average angle B=42.24285714 degrees Hang on - you've got that extra hour in there again!!!! This is beginning to look very suspicious.... You're apparently posting from Belgium, so were you in Africa on holiday, for work, or what? Did you just happen to be there on 20th March (but somehow measured an extra hour of daylight)? Maybe you were installing a satellite communications system? I'm sure if you ask one of the "technical people" you work with, they can explain where you've gone wrong in your calculations ![]() CALCULATION OF RESULTANT ANGLE (A) Resultant angle is the angle which is used to calculate the attraction force resolution into centripetal force. Cos A= Cos E- Cos B A=antiCos(Cos E-Cos B) A=antiCos(Cos 35.57142857-Cos 42.24285714) A=85.808857125 degrees the resultant angle A= 85.80857125 degrees for electromagnetic spectrum(Photon) of visible light on planet earth. Again 8 decimal places is totally pointless when your measurements are only done to 1 place at best. You've also neglected to explain how you accounted for your position not being on the equator, for your elevation, for atmospheric effects such as refraction, etc. etc. etc. All in all very poor work. You never did say whether you got that BSc you were supposedly studying for.... DP [I'm beginning to think I have too much time on my hands going through this badly presented gibberish. If only the clouds would clear I'd have better things to do ![]() -- Nattering Nabob #1 of the MOHSG (alpha version of .sig) |
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Calculating E and B following the experiment would at best return gibberish
since you have randomly determinerd to meaasure at only a few discrete points. Shift the measurements half an hour and you would get E and B basically the same. This makes E and B useless. The formula you apply after that, Cos A= Cos E- Cos B could use some explanation from you, but as for E and B you dont have any significant numbers. the resultant angle A= 85.80857125 degrees for electromagnetic spectrum(Photon) of visible light on planet earth. And does this agree with your prediction ? Big problem is of course that you have not established what the accuracy is, yet returns 10 digits, from a measurement giving 0 digits accuracy (from what Ican see). "thinking 1000 faster than others can be a bad thing, if you skip the thoughts that keeps it together" ;o) Clear Skies, Magnus |
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The Commentator wrote in message ...
peter wrote: I am working on an invention if i post this evedence legaly i will lose my partern right, What is a "partern?" A partern right is legal ownership right give to an inventor for specified period of time. with this evidence some can develop it that is why i am holding on this .I am trying out theoretical research if imformation can be stored in an electrons in atoms . Once again we need to translate from Loon to human. Do you have any idea what you are talking about? Yes i do have but it long way to be develop into an invention there is need for alot of creative thinking it will take some time to have a presentable invention i can not specify on the time because probability that it will work is 1/10( that is ten percent) |
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"Magnus Nyborg" wrote in message ...
Calculating E and B following the experiment would at best return gibberish since you have randomly determinerd to meaasure at only a few discrete points. Shift the measurements half an hour and you would get E and B basically the same. This makes E and B useless. E and B is very importance for testing your result (credibility of you result and experiment) The reasion of E and B is to determine to which side are light rays deflected, the side with less average angle is the side to which the rays are deflected.If the experiment showed that avarage of E was equal to B it would mean that light ray are not affected by planet earth magnetic field The formula you apply after that, Cos A= Cos E- Cos B could use some explanation from you, but as for E and B you dont have any significant numbers. E and B averages of angles taken from calculated angle between the shadow and the west-east line drawn when the experiment was setup. E represent average of angle from sun rise to about miday when the sun ray are coming from over head (90 degrees). B represent average of angle from mid-day to sun set. the angle are taken from regular time interval forme i took 1 hour interval. |
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wrote in message . ..
(peter) wrote: wrote in message . .. (peter) wrote: EXAPERIMENTAL SETUP Your experimental setup and methods are seriously flawed - see below. CHAPTER THREE 3.0 RESEARCH DESIGIN This research was set up to investigate the present of resultant angle and to determine its degrees to fine of if photon are charge and are deflected by earth magnetic field . 3.1 STUDY AREA This research was carried out on sun light rays .The condition under investigation was to determine the if photon were charge and are deflected by earth magnetic field and to also ivestigate presnt of resultant angle of light on earth surface and determine its degrees This doesn't make any sense. Determine degrees of what? What do you mean by "resultant angle"? And please start using a spell checker so I at least have a vague idea what you're on about. 3.2 DATA COLLECTION this was done both qualitatively and quantitatively by marking the What do you mean by "qualitatively"? In this kind of experiment only exact measurements can have any meaning, so any subjective impressions cannot be used. position of the shadow at time interval of one hour measurement taken were computed to fine out the angle of incident using trigometric function of angle. 3.3 INSTRUMENT AND REQUIREMENT USED Campass direction,long straight pole,clock.open falt leveled ground,sunny weather,meter ruler 3.4 PROCEDURE This experiment was carried out on march /20/2003 on a open 60 km from the equator. Did you compute the effect of not being exactly on the equator? How much would this affect your results? if you are to carry out the experiment at the equator your will have to have a very tall pole to be about to have measureable shadow lenght especially at mid-day when the lenght of the shadow is vrey small that lead error during computation of result. 60 km from equator was the best place What was your exact lat/long, and just as importantly, what was your elevation above sea level? sea level does not need ,what is importance is to ensure that the ground is not tilted(flat) What about your horizon? If there were any obstructions such as buildings, hills, trees etc. you wouldn't be able to accurately determine sunrise or sunset. you will not be able to seen the shadow of the pole hence you will not be able to mark the position of the pole therefore because the shadow from building ,tree will cover you experimental ground, The ground was level covering a radius of 20 meters using leveler to ensure that the ground was not tilted. What's a "leveler"? a instrument used in constructor is does have liqiud in side and air pocket when the air pocket is at make center it means that the ground is flat Do you mean a device (like a spirit level) to measure the slope, or some kind of device to create a flat area? yes that is what i mean Using a compass the direction the north and south direction was determined and a striaght north-south line was drawn.The west and east direction was also determined and west-east line was drawn.AT the Are you aware that magnetic North is _not_ the same as true North? YES i known that the north magnetic pole (some place in northern canada) Did you take this into account when constructing your coordinate system? yes account of that factor. This seems to me to be one of the most fundamental flaws in your whole "experiment". point were this two line cross each other a 7 feet long striaght thin pole was fixed vertically at right angle to the ground. How did you ensure it was vertical? What was it made of (to know if it might bend)? You can determine if the pole is verticle with right angle set square How much of the pole was in the ground, and how much just enough to hold the pole on verticle position. remained projecting above? at least most of the 7 feet it should not be less than 6.8 feet for a good result. All of these could affect your results. The experiment setted at 3 GMT at sun rise the position of shadow of the pole was marked at regular time interval of one hour through the day up to sun set at 16 GMT. Well, a quick check puts you near the East coast of Africa, either in Somalia or Kenya. However, on 20th March the Sun rose at 03:00 and set at 15:00, so you've either made a fundamental error in your observations or you have the date wrong.... there is not fundamental error East Afican sun rose at 03:22 GMT i started recording at 3:00 GMT just before sun rise with a zero in order to cover all the data. Of course the Sun isn't a point source, so the rise and set times could be slightly earlier and later than these by a few minutes. Point of focus here is the direct rays from sun which have not under gone any defraction reflection or interferance. I presume you also took into account this fact that the Sun isn't a point source when designing your experiment and when analysing your data? A striaght line was drawn from each of the position marked through to the center were the pole was fixed.Lenght of each of the drawn line was taken and recorded . How were these measured? the lengh were measured in centimeter using meter ruler and angle of the rays computed using trigonometric function of angle. And how accurately? +-0.01 centimeter Why were measurements only taken at hourly intervals? That was my choose How accurate was your "clock" come to I was using alarm clock.I can not tell the accuracy the alarm clock from motorala phone was set at an hour interval.each measurement i carried at every hourly interval out took less 2 minutes ,that can be used to fine the accuracy that? If there is any deflection of photons by magnetic fields, the effect would be so small that you'd have to be making measurements accurate to microns - which I somehow doubt you were doing. Distance of magnetic field through which light photon travel is 60000000 meter that is from shock wave to earth surface.that distance and earth magnetic field strenght is enough to deflect photon to ward the west up to about 1450 meter away from the linear path of light expected. The angle of light rays to be computed were divided into two.angle of ray from sun rise to 90 degree and angle from 90 degree to angle of rays at sun set.lenght was taken for The lenghts recorded was used in the trigonometrical determination of angle of the rays. Rays from sun rise to ray with 90 degrees were computed from trigonometric function of angle of eastern line lenght aganist the lenght of line drawn from the shadow to the center were the pole was fixed and rays from 90 degree to sun set were computed from trigonometric function of angle of western line lenght aganist the lenght of line drawn from the shadow to the center were the pole was fixed. I've read this at least ten times and can't figure out what you mean. The angle was computed from the lengths of two lines, one being the shadow projected by the pole - what's the other length? From tragonometric function of angle you need two lenght of a right triangle to compute an angle using cos,sin,tangent. so if you have the length of the shadow you draw up a right angle triangle with the west-east line take coresponding mearsurement on west-east line and you can trigonometrically calculate angle of direct ray from the sun at that time. Is it some datum on the East-West axis? If so, how did you measure it, and how accurately? not East-west is line drawn to help compute angle CHAPTER FOUR 4.0 DATE PRESENTATION AND ANALYSIS OF DATA Angle of light ray from sun rise to 90 degree was computed as E=antisin z/y What are z and y? If I was trying to calculate the angle of the Sun I'd do it as arctan (pole_height / shadow_length). To use arcsin you'd need the hypotenuse length, which you haven't defined or calculated. There is need for experimental set up diagram this part well angle of light rays rom 90 to sun set was computed as B=antisin c/a The resultant angle was computed as shown below Cos A = CosB-CosE A=anticos(cosB-coE) A is resutant angle What does this mean? I've read it again about ten times, but can't figure out what you're trying to calculate. resultant angle is the angle at which the deflected ray reach earth surface. if the resultant is computed and found out to be 90 degree when the earth is not tilted it mean that the light are not affect by magnetic field.i found some thing like 85.808857125 degrees which mean earth magnetic field does have effect on light rays. From the E average angle and B average angle,we can determine to which direction the photon of light wave are delflected.The one with a lower average determines the direction of deflect.which for this experiment is E with 35.57142857 ray for E reach the earth east at angle which such clearly the west ward diflection. I WILL CONTINUE FROM HERE NEXT TIME |
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