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Drake Equation
N = R* × f(p) × n(e) × f(l) × f(i) × f(c) × L
How many alien societies exist, and are detectable? This famous formula gives us an idea. The Drake Equation, which was the agenda for a meeting of experts held in West Virginia in 1961, estimates N, the number of transmitting societies in the Milky Way galaxy. The terms are defined as follows:
N : The number of civilizations in the Milky Way galaxy whose electromagnetic emissions are detectable.
R* : The rate of formation of stars suitable for the development of intelligent life (number per year).
f(p) : The fraction of those stars with planetary systems.
n(e) : The number of planets, per solar system, with an environment suitable for life.
f(l) : The fraction of suitable planets on which life actually appears.
f(i) : The fraction of life bearing planets on which intelligent life emerges.
f(c) : The fraction of civilizations that develop a technology that produces detectable signs of their existence.
L : The average length of time such civilizations produce such signs (years).
Considering that the Universe contains anything between 100 billion to 2,000 billion galaxies I am pretty sure that we are not alone in the Universe.
That's assuming we would recognize alien communication as communication.
originally posted by: nonspecific
You'd think by now that we would have seen something that would give us an indication we are not alone wouldn't you.
Maybe we don't know how to look yet, maybe we are the first ones, maybe we are the last ones.
a reply to: Nickn3
originally posted by: nonspecific
You'd think by now that we would have seen something that would give us an indication we are not alone wouldn't you.
Maybe we don't know how to look yet, maybe we are the first ones, maybe we are the last ones.
a reply to: Nickn3
originally posted by: ancientlight
That's assuming we would recognize alien communication as communication.
originally posted by: nonspecific
You'd think by now that we would have seen something that would give us an indication we are not alone wouldn't you.
Maybe we don't know how to look yet, maybe we are the first ones, maybe we are the last ones.
a reply to: Nickn3
originally posted by: nonspecific
If it is abundant as you believe what would you say regarding the Fermi paradox?
a reply to: Asmodeus3
originally posted by: Direne
a reply to: Asmodeus3
Considering that the Universe contains anything between 100 billion to 2,000 billion galaxies I am pretty sure that we are not alone in the Universe.
Yes. Billion of galaxies hosting civilizations that cannot reach to each other, not even talk to each other. I call that to be alone.
Accept it. Please.
originally posted by: ntech
a reply to: nonspecific
If we're lucky it will turn out that civilizations have a definitive life span. And there may be billions of planets out there that can support life but if we're lucky any truly advanced civilizations nearby burned themselves out a long time ago. No Klingon or Romulan Empire to fight for living room with.
The problem being if there was an advanced one near enough to become aware of us they might consider Earth to be a wonderful place to put a colony on. Native flora and fauna be dammed. All it would really take is a couple of large dinosaur killer rocks dropped from high orbit to sterilize the planet and then they could land 10 to 20 years later to start to terraform a clean planet with their own plants and animals.
originally posted by: Tekner
originally posted by: Direne
a reply to: Asmodeus3
Considering that the Universe contains anything between 100 billion to 2,000 billion galaxies I am pretty sure that we are not alone in the Universe.
Yes. Billion of galaxies hosting civilizations that cannot reach to each other, not even talk to each other. I call that to be alone.
Accept it. Please.
Yes. Multiple continents that cannot reach to each other, not even talk to each other. I call that to be alone, just accept it! Man will never find intelligent life across the vast distances of the oceans!
Lord Kelvin is probably the best-known. In 1895 he stated that “heavier-than-air flying machines are impossible”, only to be proved definitively wrong just eight years later. Even when Kelvin made his infamous statement, scientists and engineers were closing rapidly on the goal of heavier-than-air flight