 Quote by Mike2
Thanks for the info.
Let's see. Suppose a quarter of the solar wind was blown off its normal course and headed in our direction in a wall of about 20 times its normal density of the solar wind, where such a wall was about the size of the earth's orbit... for starters. What king of gravitational pull would it exert? And would this constitue a major shock when it suddenly changed from a gravitational force pulling towards the sun to a force pulling away from the sun? thanks.
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I'm not much on solar system stuff, so I just keep a bunch of pages bookmarked to look it up when I need to.
But, when you say "solar wind" you are just talking about
particles we get every day plus the increases that come with some big CME's. No EM radiation included in the definition. At:
http://en.wikipedia.org/wiki/Solar_wind it gives a good summary of solar wind:
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In the solar system, the composition of the solar wind is identical to the Sun's corona, 73% hydrogen and 25% helium with the remainder as trace impurities. The exact composition has not yet been measured. A sample return mission, Genesis, returned to Earth in 2004 and is undergoing analysis, but it was damaged by crash-landing when its parachute failed to deploy on re-entry to Earth's atmosphere.
Near Earth, the velocity of the solar wind varies from 200-889 km/s. The average is 450 km/s. Approximately 800 kg/s of material is lost by the Sun as ejected solar wind, a negligible amount compared to the Sun's light output, which is equivalent to about 4.5 Tg (4.5×109 kg) of mass converted to energy every second.
Since solar wind is a plasma, it carries with it the Sun's magnetic field. Out to a distance of approximately 160 Gm (100,000,000 miles), the sun's rotation sweeps the solar wind into a spiral pattern by dragging its magnetic field lines with it, but beyond that distance solar wind moves outwards without much additional influence directly from the sun. Unusually energetic outbursts of solar wind caused by solar flares and other such solar weather phenomena are known as "solar storms" and can subject space probes and satellites to strong doses of radiation. Solar wind particles trapped in Earth's magnetic field tend to collect within the Van Allen radiation belts and can cause the polar aurora, when they impact with Earth's atmosphere near the poles. Other planets with magnetic fields similar to Earth's also have their own auroras.
The solar wind blows a "bubble" in the interstellar medium (the rarefied hydrogen and helium gas that permeates the galaxy). The point where the solar wind's strength is no longer great enough to push back the interstellar medium is known as the heliopause, and is often considered to be the outer "border" of the solar system. The distance to the heliopause is not precisely known, and probably varies widely depending on the current velocity of the solar wind and the local density of the interstellar medium, but it is known to lie far outside the orbit of Pluto.
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The effects on Earth from solar storms, including EM radiation can be found about 2/3 of the way down at:
http://www.solcomhouse.com/solar.html where it states:
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A large CME can contain 10.0E16 grams (a billion tons) of matter that can be accelerated to several million miles per hour
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That billion tons is actually no more mass than a very small mountain (or large hill) and is the total ejecta spread out over a large area. At the very bottom of that page is a chart showing the ~particle numbers of type S1 to S 5 flares and you can see that even the difference of 20 times "normal", as in your example above, the solar wind (particles) is far less than the spread from S1 to S5 particles that would be hitting our (Earth's) magnetic field for deflection.
But, since you had asked about
gravitational effects, someone could probably put the math to it, but I wouldn't think that such a small amount of actual mass would have any noticable gravitational effects that we could notice or measure at all. The effects on the aurora, power grids, satellites, etc., however, would be huge.