Sun & insolation Flashcards
some distances in the Sun-Earth relationship
- Earth’s avg. distance from sun
approx. 150 million km, with light
reaching earth in an avg. of 8
minutes, 20 seconds - Moon avg distance of 384,000 km
from Earth (1.28 seconds in light
speed)
- Moon avg distance of 384,000 km
- Speed of light approx. 300,000
km/second (186,000 miles/sec), or
about 9.5 trillion km/year
Definition of Heliophysics
– the study of the sun
and its interactions with Earth and
the solar system
main caracteristics of the sun
- Captured about 99.9% of matter from
original solar nebula; remaining 0.1%
formed planets, their satellites, asteroids,
comets and cosmic debris - high pressure and temperature in its core
- nuclei of H atoms are forced together = fused together which forms helium and releases energy (disappearing solar mass -> energy)
definition of radiation
energy from a source in the
form of waves or particles =
electromagnetic waves
solar winds definition
electrically charged
particles surging outward from
Sun, needing about 3 days to reach
Earth
- Solar winds sometimes augmented
by ‘coronal mass ejections (which are giant explosions on the sun)
radiant energy definition
spanning portions of the electromagnetic spectrum
sunspots definition
surface disturbances
caused by magnetic storms (can be
12x the size of the Earth!)
characteristics of auroras
Latin: ‘dawn; goddess of the dawn’
* Solar winds make contact with Earth’s
magnetic field = magnetosphere (dynamo-like
motions within our planet)
* Coronal mass ejections can cause ‘auroras” in
upper (80-500 km) atmosphere
* borealis in the north, australis in the south
Insolation definition
- INcoming SOLar radiATION
Varies with: - Angle of incident
radiation - Photoperiod
Diurnal and annual cycles
solar constant definition
a.k.a. total solar
irradiance = amount of solar
radiation received by Earth at
altitude of 480 km, within the
Earth’s thermopause (outer
boundary of Earth’s energy
system)
Earth’s energy budget
What are the outputs and inputs of the Earth and what is another word for it ?
-shortwave radiation from the sun are transmitted to the surface of the |Earth’s atmosphere and absorbed.
- longer waves from the sun are scattered from the surface of the Earth’s atmosphere (the longer they travel through the atmosphere, becoming more scattered and diffuse)
- the Earth emits longwave radiation into outer space
What are the types of rays the sun emits?
- UV rays
- rays of visible light
- shortwave infrared rays
What is the name of the radiation the Earth emits into outer space?
the earth emits thermal infrared (there is interception with the long waves emitted by the sun)
What is called an idealized surface and its temperature?
- a “blackbody
radiator” (an almost perfect
absorber/radiator of radiant
energy - its temperature is of 6000 K
Which astral body is considered a “blackbody”?
the sun , its temperature is of 6000 K
What is the average temperature of the Earth?
23˚C, (300˚ K)
What happens if the sun’s temperature increases (even of a little bit)?
It results in a
large increase in the rate at
which radiation is emitted
Describe Wein’s Displacement Law (name various characteristics)
-Objects radiate energy in wavelengths related to their individual surface temperatures
- Hotter objects (more intense) emit most of their radiation at shorter wavelengths – thus appear bluer
- Cooler objects (less intense) emit most of their radiation at longer wavelengths – thus appear redder
- Blue light has more energy than red light.
- λm = c/T
λm = Wavelength of maximum radiation (in microns)
c = ~2.9 x 10-3m K (a constant)
T = Temperature in Kelvin
What does the absolute zero represent? And how much is it in degrees Celsius?
An Absolute zero is the temperature at which particles constitute a minimal amount of heat. An absolute zero is also called the zero kelvin because it is zero on the Kelvin scale.
0 K = -273 degrees Celsius
Stefan-Boltzmann Law
the law speculates that when the temperature increases, the emissive power increases too.
It’s described with the following formula:
E = Ɛ T^4 which means: The total radiant heat energy emitted from a surface is proportional to the fourth power of its absolute temperature”.
(E (aka “P”, “M”, etc.) is emissive power (“FLUX”) of surface in Watts per m2
is the Stefan-Boltzmann constant (5.67 x 10^8 Wm^-2 K^-4
Ɛ = emissivity of surface (estimated)
(Note: in some formulas, the estimated
emissivity of a surface is not included, thus is
assumed to be 1.0, or a perfect black body)