








need Answers for c & d only. Everthing else is good. need answers for d &...
If you could also explain where that 30 degrees came from. Thank
You
1. (15 points) A laser beam impinges to an optical fiber as shown in the figure. The refractive index of the fiber core is 1.5 and the fiber is coated with a cladding layer with a refractive index n. (a) Determine the incident angle 0; of the laser beam at the core-cladding interface (b) Determine the refractive index n of the cladding layer at which the total...
1.The core of an optical fiber is made out of a transparent material with a refractive index of 1.50 and the cladding is made out material with a refractive index of 1.44. As shown in the figure, a monochromatic light ray travels in air incident on the one side of the optical fiber and refracted. After that, the refracted ray will enter the core-cladding interface with its corresponding critical angle C. a) Calculate the value of 0? b) Find the...
I understand that you use
sin(theta1)=n2/n1sin(theta2) to but what I do not understand is why
theta 2 is 90 degrees. Please explain in depth would be very
helpful.
A beam of monochromatic green light of wavelength λ 532 mn (measured in air) is incident on the core of an optical fiber with refractive index ncore- 1.48, as shown. The core is surrounded by a cladding of refractive index nc!adding- = 1.39. Cladding Core Air 17) What must be the maximum...
1. (a) A laser beam enters an optical fiber with an incident angle of 6max as shown in Figure 1. Its corresponding refracted light is subsequently incident on the boundary between the core and the cladding whose refractive indices are ni and n2, respectively. The second incident angle satisfies the critical angle, 0c, for total internal reflection. Derive the Numerical Aperture (NA) of the fiber that dictates the maximum acceptance angle, amax. (6 Marks) ec Core ni 0max Cladding n2...
In the optical fiber below, the core has a refractive index equal to 1.5 and a cladding of refractive index of 1.4. a) What is the speed of light inside the core? b) What is the critical angle at the core-cladding interface? c) What is the maximum angle "t" that the rays leaving the source of light should make with the axis of the fiber so that total internal reflections takes place at the core-cladding interface?
34C2 Optical fiber Eq. (34.9), (34.3) Cladding 112 Te 0; e Fiber core Telecom transmit signals with optical fiber. When a laser beam is within the Acceptance Angle Oa, it can keep going inside the fiber by total internal reflection. The refractive indices are ni 1.41, n2 = 1.40. Find a) 0:0, b) 0 ().
Attenuation in dB km-1 (e 01 0.5 005 0 I 1.2 Wavelength (um) 90 9 1 The graph above shows the attenuation vs. wavelength characteristics for a typical silica based optical fibre. (3 marks) Describe the physical processes responsible for optical attenuation at short wavelengths, long wavelengths and the peaks at wavelengths of 1.2 and 1.4 um? (2 marks) What are the implications of the graph above for silica fibre long distance communications? b) A fibre has a core refractive...
3- Consider a bare fiber consisting of core of refractive index 1.48 and having air as cladding What is its NA? What is the maximum incident angle up to which light can be guided by the fiber? 4- Consider a fiber from which cladding is removed over a short length as shown below. Assume that the core and cladding refractive indices are 1.5 and 1.4 respectively, What ill happen to the output power if the bare portion of the fiber...
In charged particle detectors we often use optical fibers to guide light emitted from charged particles (through scintillation or Cherenkov radiation) in one section of the detector to optically sensitive photodetector devices at another section of the detector, so that the emitted light can be detected, recorded and later analyzed. After entering the optical fiber (you can assume the light enters from a region of just air), the light is guided from one end of the optical fiber to the...
The cladding in a typical multimode cylindrical fiber is only 35 um thick, and yet in analysis of wave propagation of fibers it is assumed to be infinitely thick. Assuming this is permissible only so long as the evanescent wave has attenuated 10 dB at the outer cladding boundary, how long can the wavelength of 89'incident light get before this condition is violated, assuming n an approximate answer by assuming a planar geometry as shown. 1.5 and ng is one...