Einstein famously said that if he could ride on a beam of light then the passage of time would appear to stop for stationary observers. As far as the observers were concerned, Einstein would appear to be in several places at the same time i.e. appearing simultaneously at every point along his path of travel. So what does this say about the electrons of an atom which after all whizz round the atom's nucleus at the speed of light? Well, to the rest of the world (i.e. the atom's nucleus, the molecules of which the atoms are part and everything else on the stationary Earth) a single electron of an atom will be simultaneously located at every point around the atom's nucleus, and at a fixed distance from that nucleus. Each of the atom's electrons will thus be the surface of a sphere centred on the atom's nucleus and of a radius equal to the electron's distance from the nucleus.
Now let's consider what happens when the atom happens to be one of those on the surface of a heated light bulb filament. At intervals of time the energy produced by the heat will cause one of the atom's electrons to release a light photon and this will fly off in a straight line away from the atom. But as we have agreed above, an atom's single electron is actually millions of instances of itself, all travelling in different circular directions around the atom's nucleus. So as the electron leaves the atom, all these instances will fly off in every conceivable straight line direction. Such activity is very similar to a wave front i.e. an ever-widening sphere of energy travelling away from the atom; so similar in fact that wave mathematics can be used to successfully analyse it (n.b. the release of each set of photon instances is the quantum of energy that gives its name to quantum physics).
Wave mathematics is still used today to explain the behaviour of light passing through the two slits in Young's famous experiment of the early 1800s. But the real explanation can be found by considering that being of similar charge (negative) light photons will always try to repel one another. In travelling away from an atom however, they will be prevented from doing so by the fact that each photon will have other photons by the side of it, and all around it. The repellent force from each of these neighbouring photons will be cancelled out by an equal force from the photon on the opposite side.
When the stream of photons passes through the slit, however, photons will be held back, leaving just a narrow stream to travel on. The photons in the outer parts of the narrow stream will now be free to move outwards and in fact will be pushed outwards by the repellent forces from photons in the inner parts of the stream. The stream will thus fan out into a new spherical wave-like front. And just like waves, the photons will interact with those opening out from the nearby second slit, resulting in the familiar wave-like interference pattern of regular light and dark bands.
In Young type double slit experiment, two phase coherent spherical waves are created by passing a plane wave (e.g. laser light)
ligt waves are different from other ways because they have charicteristics of particles and waves. It has never been proven that it is one or the other. Youngs double slit experiment shows us that light waves diffract and interfere.
to provide sufficient diffraction.
By splitting what is originally a single beam of light.
Silicon, Germainium, Tin, Lead, Ununquadium.
Born's rule predicts that interference patterns from three or more slits is equivalent to combining the effects of several double slit experiments. This rule was validated in an experiment done at the University of Waterloo in 2010.
In Young type double slit experiment, two phase coherent spherical waves are created by passing a plane wave (e.g. laser light)
The equation is: nλ=d(x/l) where: n is Order of maxima λ is wavelength d is slit separation x is fringe separation l is distance from screen to double slit
One of the most complicated things to ask in history. Light is at the same time a particle and an electromagnetic wave. Read about the double slit experiment to understand that oddity (Double-Slit Experiment). A light ray is a narrow beam of light that is moving in a defined direction. The concept is used in optics to help explain the function of lenses and mirrors.ResourcesDouble-Slit Experiment. (2008). Retrieved November 12, 2008 from http://en.wikipedia.org/wiki/Double-slit_experimentFreudenrich, C. How Light Works. Retrieved November 12, 2008 from http://science.howstuffworks.com/light1.htm
One of the most complicated things to ask in history. Light is at the same time a particle and an electromagnetic wave. Read about the double slit experiment to understand that oddity (Double-Slit Experiment). A light ray is a narrow beam of light that is moving in a defined direction. The concept is used in optics to help explain the function of lenses and mirrors.ResourcesDouble-Slit Experiment. (2008). Retrieved November 12, 2008 from http://en.wikipedia.org/wiki/Double-slit_experimentFreudenrich, C. How Light Works. Retrieved November 12, 2008 from http://science.howstuffworks.com/light1.htm
ligt waves are different from other ways because they have charicteristics of particles and waves. It has never been proven that it is one or the other. Youngs double slit experiment shows us that light waves diffract and interfere.
to provide sufficient diffraction.
Maybe the double slit experiment in an attempt to solve the standing mystery of wave-particle duality of electrons.http://en.wikipedia.org/wiki/Double-slit_experiment
Silicon, Germainium, Tin, Lead, Ununquadium.
By splitting what is originally a single beam of light.
yes,because in fresnel biprism the fringe width can be increased so that the dark and bright fringes can be seen clearly by naked eyes..but there is no such problem in fresnel biprism.. in young's double slit experiment, the pattern is the superposition of interference and diffraction. but in fresnel biprism it is purely interference pattern.
find max.intensity using the formula I=I1+I2+(2I1I2)1/2 and for min.intensity,I=I1+I2-(2I1I2)1/2.