Fine Structure Constant
Why do the constants of nature have the values that they do?
To explain what is meant by this, let’s focus on a specific example. An atom is held together by the electromagnetic force of attraction between the positively charged protons in the nucleus and the negatively charged electrons that orbit around it.
Over the last hundred years, we’ve measured the properties of protons and electrons in great detail. We can write down mathematical equations that predict what kinds of atoms will form, what kinds of light they will emit and absorb, how they will interact chemically with other atoms, and so on.
All of those calculations start with how strongly protons and electrons attract each other. The strength of that attraction can be summed up in one number: the fine structure constant. We can measure the fine structure constant to extremely high precision; it’s about 0.0073 (or 1/137).
But nothing in our physical theories explains why the fine structure constant has that particular value. It seems like an arbitrary dial that got set when our universe came into being.
But it turns out that 0.0073 is not just any number. Calculations have shown that if the force of attraction between protons and electrons were stronger or weaker by just a few percent, stars wouldn’t be able to form the complex atoms like carbon that make life possible. Change the fine structure constant by a little more and stars couldn’t exist at all.
Something (or someone) set the fine structure constant for our universe to this arbitrary-seeming value, and it happens to be exactly the value that we need it to be for complex matter to exist. That seems a bit odd.
When a coincidence gets too improbable, you start to look for an explanation. If your neighbor wins the lottery, you have a lucky neighbor. If your neighbor wins the lottery five times in a row, you start to get suspicious.
Other examples of constants whose precise values are important to life and the universe as we know them are the strength of gravity (if it were slightly stronger, planetary systems wouldn’t form) and the strengths of the weak and strong forces (a slight change in either one could have caused all hydrogen to fuse into helium, leaving the later universe with no water).
Source credit: Gary Felder, PhD, professor of physics
Why do the constants of nature have the values that they do?
To explain what is meant by this, let’s focus on a specific example. An atom is held together by the electromagnetic force of attraction between the positively charged protons in the nucleus and the negatively charged electrons that orbit around it.
Over the last hundred years, we’ve measured the properties of protons and electrons in great detail. We can write down mathematical equations that predict what kinds of atoms will form, what kinds of light they will emit and absorb, how they will interact chemically with other atoms, and so on.
All of those calculations start with how strongly protons and electrons attract each other. The strength of that attraction can be summed up in one number: the fine structure constant. We can measure the fine structure constant to extremely high precision; it’s about 0.0073 (or 1/137).
But nothing in our physical theories explains why the fine structure constant has that particular value. It seems like an arbitrary dial that got set when our universe came into being.
But it turns out that 0.0073 is not just any number. Calculations have shown that if the force of attraction between protons and electrons were stronger or weaker by just a few percent, stars wouldn’t be able to form the complex atoms like carbon that make life possible. Change the fine structure constant by a little more and stars couldn’t exist at all.
Something (or someone) set the fine structure constant for our universe to this arbitrary-seeming value, and it happens to be exactly the value that we need it to be for complex matter to exist. That seems a bit odd.
When a coincidence gets too improbable, you start to look for an explanation. If your neighbor wins the lottery, you have a lucky neighbor. If your neighbor wins the lottery five times in a row, you start to get suspicious.
Other examples of constants whose precise values are important to life and the universe as we know them are the strength of gravity (if it were slightly stronger, planetary systems wouldn’t form) and the strengths of the weak and strong forces (a slight change in either one could have caused all hydrogen to fuse into helium, leaving the later universe with no water).
Source credit: Gary Felder, PhD, professor of physics