Read the original question carefully. You should see that θ is the angle with respect to the line joining the sources, so the angle you've marked as θ is in fact 90º – θ.joelkato1605 said:
Oh! Thanks so much I completely missed that.Steve4Physics said:
on this screen ? Can you make that explicit ?
The concept of "Find maxima angle of two interfering waves" refers to the study of the interference pattern created when two waves with different amplitudes and wavelengths intersect. The maxima angle is the angle at which the two waves constructively interfere, resulting in a peak in the combined wave's amplitude.
The maxima angle of two interfering waves can be calculated using the formula θ = sin^-1 (mλ/d), where θ is the maxima angle, m is the order of the interference pattern, λ is the wavelength of the waves, and d is the distance between the sources of the waves.
The maxima angle of two interfering waves is affected by the wavelength and amplitude of the waves, as well as the distance between the sources of the waves. Additionally, the medium through which the waves travel can also impact the maxima angle.
The concept of "Find maxima angle of two interfering waves" is applied in various fields such as optics, acoustics, and radio frequency engineering. It is used to study and manipulate interference patterns in order to enhance or cancel out certain frequencies in signals. This has practical applications in technologies such as antennas, lasers, and sound systems.
Understanding the maxima angle of two interfering waves allows scientists and engineers to control and manipulate wave interference patterns for practical applications. It also provides insights into the behavior of waves and their interactions, leading to advancements in various fields of science and technology.
