Showing posts with label sparrows. Show all posts
Showing posts with label sparrows. Show all posts

Saturday, March 19, 2011

New Haven: The Comfort of Nature

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Gray Squirrel (Sciurus Carolinensis) at McDonald's in Connecticut

November of 2010 was a tragic month. I had to return to Connecticut to try to help Anna and Aaron and to attend the funeral of Aaron's little sister Toni (click here, here, and here).. We had just met Toni seven months earlier when John and I went to New Haven in March. On this November day, I stopped at the McDonald's in Rocky Hill, Connecticut for lunch and thankfully found many sparrows and a squirrel to photograph. Wild animals have always provided me comfort during these tragic times.

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“Are not five sparrows sold for two pennies?
Yet not one of them is forgotten in God’s sight.

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But even the hairs of your head are all counted.
Do not be afraid; you are of more value than many sparrows.”

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“Look at the birds of the air;
they neither sow nor reap nor gather into barns,

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and yet your heavenly Father feeds them.
Are you not of more value than they?”

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Too often, we feel as if we are all alone. It feels as if the entire world is indifferent to us. I spent time with the birds and the camera as different verses floating through my mind. After a long while of meditation, I knew I was part of Creation and was able to sadly smile and continue to New Haven.

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Saturday, November 01, 2008

Connecticut Sparrows

I went to New Haven last week to visit my daughter Anna. We went to Stony Creek in Branford, where I found a bunch of sparrows on this rose bush. Sparrows are very plentiful on the shore, unlike here. If you know what kind of sparrows these are, drop a comment!
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Friday, December 07, 2007

Photo Hunters: Long: ". . . and birds perch on the phone lines."

Photo: Sparrows on a Fence. Taken in New Haven, CT in October 2007.

The photo will open, horizontally, in a new window when clicked.

Text: Letters to a Young Mathematician. Ian Stewart. Basic Books: 2006. New York. pp 46-48.

"From a distance they look like sheet music, fat little blobs on rows of horizontal lines. There seem to be special places they like to perch, and it’s not at all clear to me why, but one thing stands out. If a lot of birds are perching on a wire, they end up evenly spaced.

"That’s a mathematical pattern, and I think there’s a mathematical explanation. I don’t think the birds 'know' they ought to space themselves out evenly. But each bird has its own 'personal space,' and if another bird gets too close, it will sidle along the wire to leave a bit more room, unless there’s another bird crowding it from the other side.

"When there are just a few birds, they end up randomly spaced. But when there are a lot, they get pushed close together. As each one sidles along to make itself feel more comfortable, the 'population pressure' evens them out. Birds at the edge of denser regions get pushed into less densely populated regions. And since the birds are all of the same species (usually they’re pigeons), they all have much the same idea of what their personal space should be. So they space themselves evenly.

"Not exactly evenly, of course. That would be a Platonic ideal. As such, it helps us to comprehend a more messy reality.

"You could do the math on this problem if you wanted to. Write down some simple rules for how birds move when the neighbors get too close, plonk them down at random, run the rules, and watch the spacing evolve. But there’s an analogy with a common physical system, where that math has already been done, and the analogy tells you what to expect.

"It’s a bird crystal.

"The same process that makes birds space themselves regularly makes the atoms in a solid object line up to form a repetitive lattice. The atoms also have a 'personal space': they repel each other if they’re too close together. In a solid, the atoms are forced to pack fairly tightly, but as they adjust their personal spaces, they arrange themselves in an elegant crystal lattice.

"The bird lattice is one-dimensional, since they’re sitting on a wire. A one-dimensional lattice consists of equally spaced points. When there are just a few birds, arranged at random and not subject to population pressure, it’s not a crystal, it’s a gas.

"This isn’t just a vague analogy. The same mathematical process that creates a regular crystal of salt or calcite also creates my 'bird crystal.'"
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