13.2 In the standard model, a strange quark is described as having a mass of about 96 MeV/c2. Explain why this is a valid unit of measuring mass, and convert it to kilograms. Show your work, but a GRASS solution is not required.
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13.2 In the standard model, a strange quark is described as having a mass of about 96 MeV/c2. Explain why this is a valid unit of measuring mass, and convert it to kilograms. Show your work, but a GRASS solution is not required.
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- Please answer all three parts! Thank you. Stanford has a linear particle accelerator (SLAC) which is 3 km long that produces electrons with a total energy of 50 GeV. These electrons lead exciting (albeit brief) lives, zooming along the accelerator before slamming into a target to produce other high-energy particles. a. Consider the viewpoint of one of the electrons. From the electron’s point of view, how long is the accelerator? Note that it is possible to answer this question without calculating the electron’s velocity. b. Let’s figure out how fast the electrons are traveling. Start by solving for β = u/c in terms of 1/γ following the trick we used in class. Use the binomial expansion if that is helpful. At what speed does a 50 GeV electron travel? c. The Large Hadron Collider (LHC) at CERN presently accelerates protons to a total energy of 6.5 TeV. Imagine a pulse of light, a 50 GeV electron, and a 6.5 TeV proton race each other along a 3 km distance. The light pulse will surely win…Kindly share detailed explanation for each step. Do not start with path difference for minima = 8 lambda/3. Kindly derive path difference =8 lambda/3 from first principle. Do not copy wrong incomplete solution submitted earlier on this and other portal.3.4 Synchronous orbit* Find the radius of the orbit of a synchronous satellite that circles the Earth. (A synchronous satellite goes around the Earth once ev-ery 24 h, so that its position appears stationary with respect to a ground station.) The simplest way to find the answer and give your results is by expressing all distances in terms of the Earth's radius R,.
- Use the WKB approximation to find the eigenenergies EWKB and the eigenfunctions WKB for the potential V (r) = A|r|. In what limit do you expect your answers to approach the exact results? explain.What do you mean by CPT invariance? Does CP violation necessarily demand time reverssal?Prove that gn = g? + g + 2 for all n 21 is able to satisfy the recurrence relation equation gn = gn-1 + 2n. (That should say g sub(n-1) but my computer bugged up the format a little). Please show all steps.
- In an electron microscope, electrons are used in place of light waves to create images of extremely tiny structures. The electrons are much easier to deal with than the light waves that have similar wavelengths (gamma rays). When the electrons are given the required kinetic energy, their wavelengths will be roughly 0.0037 nm. 24.96.91.88 Use the deBroglie equation to estimate the speed of these electrons. Enter your numerical result below as a multiple of 106 m/s. For example, if you wanted to enter the speed of light you would put the number 300 in the box, because C 3.00 X 108 m/s 300 × 106 m/s. MALUATION3.4 Synchronous orbit* Find the radius of the orbit of a synchronous satellite that circles the Earth. (A synchronous satellite goes around the Earth once ev- ery 24 h, so that its position appears stationary with respect to a ground station.) The simplest way to find the answer and give your results is by expressing all distances in terms of the Earth's radius Re.Exercises I Show that a photon cannot create an electron-positron pair in free space because of the conservation of energy and mo- mentum.