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- A mode-locked laser has a linewidth of 100nm at a center wavelength 1050nm. Assume the pulse shape is hyberbolic secant and it is transform limited. What is the pulse width (in fs)? (round all answers to 1 sig. fig. after decimal point) a.116.0 b.11.6 c.5.8 d.58.0 e.100.0Q1. Solve the following, Assuming the spherical D- layer has a refractive index of 0.75, and the frequency of transmitted signal is 50MHZ, at an angle of incidence t/3 radians. A. Calculate the Electron density B. Find the critical frequency, C. Find Maximum usable frequency, if Nmax = 2x NcriticalA laser with an average power output of 15.8 mW puts out a narrow beam 2.00 mm in diameter. What are the rms values of E and B in the beam? The average power is half the peak power, and the rms fields are 1/ √2 times their maximum values. Sketch the situation or diagram PLEASEEE. Thank you
- A 18.0-mW (milli-Watts) laser puts out a narrow cylindrical beam 2.40 mm in diameter. What is the average rms E-field?A laser has a power of 22.2 W and a beam radius of 0.478 mm. (a).Find.the.intensity of the laser. Enter a number. y defined? What factors affect the intensity of a beam of light? W/m (b) Suppose you were floating in space and pointed the laser beam away from you. What would your acceleration be? Assume your total mass, including equipment, is 74.8 kg and that the force is directed through your center of mass. Hint: The change in momentum is the same as in the nonreflective case. We know that the acceleration of an object is given by Newton's second law. How do we determine the net force acting on the accelerating object in this case? m/s (c) Calculate your acceleration if it were due to the gravity of a space station with mass 1.06 x 10° kg and center of mass 117.1 m away. m/s2 (d) Calculate the peak electric and magnetic fields of the laser. E max N/C B max %3D If you were planning to use your laser welding torch as a thruster to get you back to the station, don't bother because the…A GaAs DH injection laser (refractive index: 3.6) has an optical cavity of length 50 μm and width 20 μm. At normal operating temperature (300 K) the loss coefficient is 10 cm-1, the mirror reflectivity at each end of the optical cavity is 0.3 and the gain factor for the device is 3.76x10-2 cm/A. The device emits at a wavelength of 870 nm. 1.1 Calculate the frequency separation of the longitudinal modes and the number of longitudinal modes emitted by the device. 1.2 Determine the current threshold for the device at 300 K. 1.3 Determine the required threshold current when the diode is operated at a temperature of 60˚C.
- A 15.8-mW laser puts out a narrow beam 2.40 mm indiameter. What are the rms values of E and B in the beam?Magnetic field of a plane wave in a lossless, 4, = 2 medium is given: Ħ(x, y; t) = ē,2 sin ((3x + 4y – 310°t)[A/m] a. Find the amplitude, frequency, wavelength, propagation direction. b. Find dielectric constant of medium and the phase velocity. c. Find the E field. d. Write E field in phasor domain. е. Write H field in phasor domain.A high-energy pulsed laser emits a 2.50 nano second-long pulse of average power W. The beam is cylindrical with a 1.50 mm in radius. Determine the RMS value of the B-field?
- H.W: Calculate the beam size (diameter) at the center of the cavity of the following three resonators: 1. r-5m, L=1m 2. r-5m, L-5m. 3. r-5m, L=10m.A. By calculations show that: Ve v =(2 sin(@ct) + d x cos[(wc – Wm)t] – d x cos[(wc + wm)t]) where d = m (sometimes called the depth of modulation if given as a percentage). B. Using MATLAB, plot on separate figures the following, assuming wm = 1, Wc = 10 rad/s, Ve Vm = 1 volt., time taken from 0 to 10 seconds. VcIn a biprism experiment, red light of wavelength 6500 Å was used. It was then replaced by green light of wavelength 5200 A.U. Find the value of n for which (n + 1) th green bright band would coincide with nth bright band, for the same setting. 111—————