Title : How Difficult Would It Be For Advanced Extraterrrestrials To Get To Earth?
link : How Difficult Would It Be For Advanced Extraterrrestrials To Get To Earth?
How Difficult Would It Be For Advanced Extraterrrestrials To Get To Earth?
In the wake of the recently disclosed Pentagon UFO files, many have inquired regarding the difficulty of actual ETs making it to our planet. In fact, this question has been explored in papers published in peer-reviewed astronomical journals over the past 40 years. One doesn't need a tremendous amount of savvy to dredge these papers up either.For example, the diffusion of an advanced alien civilization based on applying known diffusion wave front equations to their spread (together with very pragmatic assumptions) was the basis for the paper ‘Galactic Civilizations: Population Dynamics and Interstellar Diffusion’ by William Newman and Carl Sagan, in Icarus, Vol. 46, June 1981, page 293.
The authors began with a standard diffusion equation, treating the spread of any colonizing civilization similarly to any medium that diffuses – for example, viruses, or general infections, or even human populations (say in the early colonization of the New World).. The basic diffusion equation used was (p. 301, eqn.12):
d(r)/dt = DIV (D(x,t,r) x grad r(x,t)
d(r)/dt = DIV (D(x,t,r) x grad r(x,t)
where, r (x,t) describes the population density at time t, and position x, and D is the diffusion coefficient in terms of x, t and r. The preceding equation is then tweaked and used as the basis for future refinements.
Rather than weary the casual reader with the dozens and dozens of equations leading to the Results section (page 314), I will simply commence at that section and then go from there.
Rather than weary the casual reader with the dozens and dozens of equations leading to the Results section (page 314), I will simply commence at that section and then go from there.
The authors' first major computation is of N’, the steady state number of extant advanced civilizations in the Milky Way. This is essential to obtain because it is one of the key variables used to compute the mean distance between advanced civilizations in the Milky Way:
L M = (2.5 x 10-11 /N’) 1/3
Where the numerator refers to the number of stars estimated in the galaxy. The result is in parsecs, assuming the mean separation between stars in the galaxy is 1pc = 3.26 light years. (Bear in mind while our region near the outer rim is sparse with stars, the interior third of the Milky Way is teeming with them, very densely packed)
Based on a star –planet formation factor, f *~ 1, and a mean lifetime for an advanced civilization of 106 years, the authors obtain: N’ = f(106) = 106 , or one million advanced civilizations in the Milky Way alone.
L M = (2.5 x 10-11 /N’) 1/3
Where the numerator refers to the number of stars estimated in the galaxy. The result is in parsecs, assuming the mean separation between stars in the galaxy is 1pc = 3.26 light years. (Bear in mind while our region near the outer rim is sparse with stars, the interior third of the Milky Way is teeming with them, very densely packed)
Based on a star –planet formation factor, f *~ 1, and a mean lifetime for an advanced civilization of 106 years, the authors obtain: N’ = f(106) = 106 , or one million advanced civilizations in the Milky Way alone.
(* Note: my inclination is actually to increase f to 2, based on the discovery of more than 950 actual extra-solar planets, which were unknown at the time Newman and Sagan published their paper. This would yield double the number of advanced civilizations, but we will retain the more conservative estimate)
Then, the mean distance between advanced civilizations in the Galaxy is:
LM = (2.5 x 10-11 /106 ) 1/3 = 63 pc = 205 Light years
Readers may well not appreciate this, but this is literally “next door neighbors” in terms of the galaxy!
The authors’ next task is to obtain the velocity of the colonization wavefront which they give as (Eqn. (79), page 316):
V = (v_k )(D g) 1/2
Here, (v_k) is a dimensionless constant of order unity(1), and g ~ 0.1 (based on the rate of migration of human populations today (Newman and Sagan estimated 0.01 /yr, but that was nearly 30 years ago before the age of globalization). The diffusion coefficient, D, they (very) conservatively estimate at: D ~ (2 x 10 -8 pc 2 /yr).
LM = (2.5 x 10-11 /106 ) 1/3 = 63 pc = 205 Light years
Readers may well not appreciate this, but this is literally “next door neighbors” in terms of the galaxy!
The authors’ next task is to obtain the velocity of the colonization wavefront which they give as (Eqn. (79), page 316):
V = (v_k )(D g) 1/2
Here, (v_k) is a dimensionless constant of order unity(1), and g ~ 0.1 (based on the rate of migration of human populations today (Newman and Sagan estimated 0.01 /yr, but that was nearly 30 years ago before the age of globalization). The diffusion coefficient, D, they (very) conservatively estimate at: D ~ (2 x 10 -8 pc 2 /yr).
V = (1)[ (2 x 10 -8 pc 2 /yr) (0.1 /yr)] 1/2 = 4.4 x 10 -5 pc/ yr
Which would imply 1.4 x 106 or 1.4 million years before the colonization wave reached Earth, assuming a 63 pc distance to the nearest advanced colonizers.
Now, before anyone gets too ecstatic, bear in mind:
1) Sagan and Newman based their diffusion coefficient on relatively low travel speeds (v much less than c) since anything near v ~ c would be enormously expensive in terms of shielding, propulsion (page 312). They opted then for speeds far below relativistic (e.g. ~ 40,000 km/h).
2)They deliberately assumed a “random walk” diffusion with directional bias “away from population centers".
I personally suspect the first is way too conservative and ignores the sort of ingenuity and enterprise that may well apply to a truly advanced civilization which is also space faring. And again, just because we can’t imagine humans attaining relativistic speeds, doesn’t mean advanced aliens couldn’t. So, just a shift (reduction) of the base travel time to about one ten thousandth of what the authors use enhances the diffusion wave speed, V to 0.004 pc/yr.
This reduces the time to encounter to 1.57 x 10 4 yrs. or just over 15,700 years. A blink of an eye.
Thus, if the alien colonizers commenced a journey in our general direction (the next thing I will deal with in (2)) from about 3ky before the Holocene geological era, then they’d be roughly 700 years away from finding us. (Give or take 1000 years in terms of uncertainties). This means the colonizers may well be “right around the corner”. Or may even have entered our terrestrial environment.
1) Sagan and Newman based their diffusion coefficient on relatively low travel speeds (v much less than c) since anything near v ~ c would be enormously expensive in terms of shielding, propulsion (page 312). They opted then for speeds far below relativistic (e.g. ~ 40,000 km/h).
2)They deliberately assumed a “random walk” diffusion with directional bias “away from population centers".
I personally suspect the first is way too conservative and ignores the sort of ingenuity and enterprise that may well apply to a truly advanced civilization which is also space faring. And again, just because we can’t imagine humans attaining relativistic speeds, doesn’t mean advanced aliens couldn’t. So, just a shift (reduction) of the base travel time to about one ten thousandth of what the authors use enhances the diffusion wave speed, V to 0.004 pc/yr.
This reduces the time to encounter to 1.57 x 10 4 yrs. or just over 15,700 years. A blink of an eye.
Thus, if the alien colonizers commenced a journey in our general direction (the next thing I will deal with in (2)) from about 3ky before the Holocene geological era, then they’d be roughly 700 years away from finding us. (Give or take 1000 years in terms of uncertainties). This means the colonizers may well be “right around the corner”. Or may even have entered our terrestrial environment.
The conclusion here is that any of the strange craft we've seen in the released Pentagon files could well be advanced craft, based on fine tuning the Sagan- Newman diffusion wave equations.
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