PARABOLIC REFLECTOR Meaning and
Definition
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A parabolic reflector, also known as a parabolic dish or reflector, is a curved surface that is shaped like a parabola. It is designed to reflect and concentrate incoming waves, such as light, sound, or radio waves, to a single focal point. The reflector consists of a concave surface that is defined by a parabolic shape, with the focal point located at the exact center.
The parabolic reflector works based on the principle of reflection. When waves approach the reflector, they strike the surface and are reflected in a uniform manner. The shape of the parabola ensures that all the waves, regardless of their direction or angle of incidence, are reflected towards the focal point. This property enables the reflector to gather and concentrate waves from a wide range of angles and direct them to a single point.
Parabolic reflectors have numerous applications across various fields. In astronomy, large parabolic reflectors are used in telescopes to capture and focus light from distant celestial objects. In telecommunications, these reflectors are commonly used in satellite dishes to receive and transmit radio signals. They are also used in radar systems, radio telescopes, and wireless communications to direct and capture signals with high precision and efficiency.
Overall, the parabolic reflector's ability to focus and concentrate waves makes it an essential component in many technological devices that require the collection or transmission of electromagnetic waves.
Common Misspellings for PARABOLIC REFLECTOR
- oarabolic reflector
- larabolic reflector
- -arabolic reflector
- 0arabolic reflector
- pzrabolic reflector
- psrabolic reflector
- pwrabolic reflector
- pqrabolic reflector
- paeabolic reflector
- padabolic reflector
- pafabolic reflector
- patabolic reflector
- pa5abolic reflector
- pa4abolic reflector
- parzbolic reflector
- parsbolic reflector
- parwbolic reflector
- parqbolic reflector
- paravolic reflector
Etymology of PARABOLIC REFLECTOR
The word "parabolic reflector" has its etymology rooted in both Greek and Latin origins.
The term "parabolic" is derived from the Greek word "parábolḗ", which means "a putting aside, comparison, parable". It originates from the combination of the Greek prefix "para", meaning "beside" or "beyond", and the Greek verb "bállein", meaning "to throw" or "to cast". The term developed in the field of mathematics to refer to a specific type of curve known as a parabola.
The term "reflector" comes from the Latin word "reflectere", which means "to bend back" or "to turn back". It is a combination of the Latin prefix "re-", indicating repetition or reversal, and the Latin verb "flectere", meaning "to bend" or "to turn".
Similar spelling words for PARABOLIC REFLECTOR
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