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You narrowed down the scope of your physics to a level to be simpler than high school text books.
Antenna temperature is well defined.
Antenna Temperature is a measure of the noise generated by an antenna in a given environment,... This is not the physical temperature of the antenna itself; rather, it depends on ....
The Boltzmann equation actually derives from considerations of thermal noise in a conductor.
AFAIK high school physics still deals with ideal pendulums. I don't recall the chemical and crystallographic aspects of vacuum tribology being part of the syllabus, though some of my contemporaries did study it for their PhDs and as of this week it remains an important topic for electron microscopists in a well-known laboratory down the road from here.
Then tell me, is the temperature of the electrons going up and down, the same as that of the electrons going side to side?
Do you realise that a noise temperature or antenna temperature isn't a real temperature of anything?
There are subtle differences between Catherine/Catharine
and Magdalen/Magdalene.
How do you define real temperature?
It depends on how it's measured.
How do you measure it?
The temperature corresponds to the average energy in the various forms available to the system.
Anyway...Back to the less important matter of reminding HY of stuff he's already been told...
Temperature is important if you are looking at things in thermal equilibrium. But if they are not even at equilibrium with themselves, that's not going to work.
With a thermometer that is at equilibrium with the thing you are measuring, which it can't be if the things is not, in itself, at equilibrium.
Quote from: Bored chemist on 18/11/2024 22:22:28Temperature is important if you are looking at things in thermal equilibrium. But if they are not even at equilibrium with themselves, that's not going to work.Temperature in water column of the ocean, or atmospheric air column, or water being boiled are not in equilibrium. But their temperature can be measured.
What kind of thermometer is the most accurate to measure the real temperature? What makes it better than the others?
OK, so we can start with water being boiled. That, by definition, is the temperature at which the liquid and gas phases are at equilibrium at the local external pressure.It really is at equilibrium.
The concept of temperature has been studied and refined over centuries, with its formal scientific definition taking shape in the 17th and 18th centuries as thermodynamics and kinetic theory developed.Key Milestones in the Definition of Temperature:1. Ancient Roots (Pre-17th Century):Early cultures understood the qualitative idea of "hot" and "cold" but had no precise measurement.Ancient Greek philosophers like Aristotle (4th century BCE) described temperature in terms of the "qualities" of heat and cold, but these ideas were purely philosophical.2. Invention of Temperature Scales (17th Century):Galileo Galilei (1593): Invented a rudimentary thermoscope to measure temperature changes qualitatively.Fahrenheit Scale (1724): Gabriel Fahrenheit developed a mercury-in-glass thermometer and defined a temperature scale.Celsius Scale (1742): Anders Celsius introduced a scale based on the freezing and boiling points of water.3. Thermodynamic Definition (19th Century):The scientific definition of temperature was linked to energy and the motion of particles.William Thomson (Lord Kelvin, 1848): Proposed the absolute temperature scale, now called the Kelvin scale, rooted in thermodynamic principles.Kelvin defined temperature based on the second law of thermodynamics, making it independent of the properties of specific substances.4. Kinetic Theory (19th Century):James Clerk Maxwell and Ludwig Boltzmann connected temperature to the average kinetic energy of particles in a system:T ~ < KE >Summary:Pre-1600s: Temperature understood qualitatively.17th?18th Century: Development of temperature scales and thermometers.19th Century: Temperature defined scientifically in terms of thermodynamics and particle motion.Today, temperature is formally defined as a measure of the average kinetic energy of particles in a system, with the Kelvin being the SI unit.