A laser pulse has an energy of 17] and a beam radius of 2 mm. The...
1. A high energy pulsed laser emits 1.50 nano second-long pulse of average power 1.70 × 10 11 W. The beam is cylindrical with 1.70 mm in radius. Determine the rms value of the B-field? 2. What is the total energy transported per hour along a narrow cylindrical laser beam 1.70 mm in diameter, whose E-field has an rms strength of 2.40×10−22.40×10−2 N/C ?
A He–Ne laser is made up of a cylindrical beam of light with a diameter of 0.750 cm. The energy is pulsed, lasting for 1.50 ns, and each burst contains an energy of 3.00 J. (a) What is the length of each pulse of laser light? m (b) What is the average energy per unit volume for each pulse? J/m3
A 7.5 × 1014 Hz laser emits a 7.7-?s pulse, 5.0 mm in diameter, with a beam energy density of 0.51 J/m3. What is the amplitude of the electric field of the emitted waves? (c = 3.00 × 108 m/s, ?0 = 4? × 10-7 T ? m/A, ?0 = 8.85 × 10-12 C2/N ? m2) A) 340 kV/m B) 480 kV/m C) 240 kV/m D) 150 kV/m E) 120 kV/m Answer: A Please show all steps.
A laser beam has a radius of 1.4 mm. How powerful does the laser have to be for the maximum magnitude of the magnetic field in the beam to be 6.0 μT?
Q1. (2pts) A ImW laser beam has a 2 mm diameter operating at wavelength near 600 nm. traveling in air. Calculate the irradiance of the source I, and determine the amplitude of the electric field Eo assuming all the wavefronts are homogeneous. Type to enter text 02. (2pts) For a given laser power P and beam area A formulate the beam energy density if the divergence of the beam is negligible? Using the formula you obtain, calculate the beam energy...
A toroid that has a mean radius equal to 28.5 cm and circular loops with radil equal to 2.50 cm is wound with a superconducting wire. The wire has a length equal to 1000 m and carries a current of 440 A (a) What is the number of turns of the wire? (b) What is the magnetic field strength and magnetic energy density at the mean radius? MJ/m3 (c) Estimate the total energy stored in this toroid by assuming that...
please make sure you have the right answer. A toroid that has a mean radius equal to 28.5 cm and circular loops with radii equal to 1.50 cm is wound with a superconducting wire. The wire has a length equal to 1000 m and carries a current of 360 A. (a) What is the number of turns of the wire? ...... (b) What is the magnetic field strength and magnetic energy density at the mean radius? ......... T ....... MJ/m3...
A small helium-neon laser emits red visible light with a power of 5.80 mW in a beam that has a diameter of 2.90 mm . a) What is the amplitude of the electric field of the light? b)What is the amplitude of the magnetic field of the light? c)What is the average energy density associated with the electric field? d)What is the average energy density associated with the magnetic field? e)What is the total energy contained in a 1.00-m length...
A laser pointer delivers an average power of 2 mW in a circular beam of 2 mm diameter. What is the average energy density in the beam? 0.75E-6 J/cubic meter C 1.5E-6 J/cubic meter C 2.1E-6 J/cubic meter C 4.4E-6 J/cubic meter C 7.6E-6 J/cubic meter Question 11 5 pts A flat circular coil of 1 cm radius is rotated at 10 revolutions per second about an axis that is perpendicular to a uniform magnetic field of magnitude 2.5 T....
A steel beam has a rectangular 2. cross section (b mm and h mm) with a length, L m. For steel, E in GPA and p in kg/m3 The beam supported in: Fixed-Free a) List the boundary conditions b) Compute the three lowest temporal frequencies. Lenth, L (m) b (m) h(m) E (GPa) Density, p (kg/m3) 1.50 0.155 0.060 200 7750 A steel beam has a rectangular 2. cross section (b mm and h mm) with a length, L m....