What does spectral mean in science?
What does spectral mean in science?
2 : of, relating to, or made by a spectrum especially : relating to or derived from the electromagnetic spectrum of visible light Surfaces can differ in the proportion of incident light they reflect (dark ones reflect less than light ones) and in the spectral composition of the light they reflect. —
What does Weirsome mean?
causing weariness; fatiguing: a difficult and wearisome march. tiresome or tedious: a wearisome person; a wearisome book.
What does Tideous mean?
tiresome
Full Definition of tedious : tiresome because of length or dullness : boring a tedious public ceremony. Other Words from tedious Synonyms & Antonyms The Long and Uneventful History of Tedious More Example Sentences Learn More About tedious.
What does Wearisomeness mean?
causing weariness
Definition of wearisome : causing weariness : tiresome.
What is spectral form?
The spectral form factor is a statistical function that can be calculated from a system’s energy spectrum. There were also some attempts to analyze the zeros of Riemann’s ζ-function, as there is a connection between its number theory and semiclassics.
What is spectrum and how it is formed?
When white light passes through a glass prism, it spreads out into a band of different colours called the spectrum of light. So, the rays of each colour emerge along different paths and appear distinct. Hence, we get a spectrum of seven different colours.
What is the meaning of the word uninteresting?
Definition of uninteresting : not attracting interest or attention : not interesting : dull, boring a very uninteresting topic/subject. Other Words from uninteresting Synonyms & Antonyms More Example Sentences Learn More About uninteresting.
How do you spell tediousness?
te·di·ous. adj. 1. Tiresome by reason of length, slowness, or dullness; boring.
What is spectral representation?
The spectral decomposition is thus an analogue for stationary stochastic processes of the more familiar Fourier representation of deterministic functions. The analysis of stationary processes by means of their spectral representations is often referred to as the “frequency domain” analysis of time series.
