With an electronic star chart, one can of course ``zoom in'' to get
a detailed view of any desired part of the sky. But one cannot, from
this vantage point, ``turn around'' and look back at the Solar
System from afar. The view is always outward-facing and
two-dimensional. Isaac Asimov, in his fifties novel Second
Foundation, presented the idea of a three-dimensional star chart
called the Lens that faster-than-light starship captains used for
navigation before and after making their `jumps' through hyperspace.
``This is how Pellot's Nebula looks from Trantor,"
says a space captain, demonstrating the ``newest feature of the
interstellar cruisers of the day.''
The Lens would of course consist of computer
software, since no conceivable printed atlas could handle such
gigantic quantities of information. With up to 400 billion stars in
our galaxy, the software would need to know what the night sky
looked like from the vicinity of each star––and any point
between any of them–– and how far every star was from every
other.
The Lens would solve the problem which has both
plagued and fascinated many serious science fiction writers: what
should a ship's captain do when he is lost in space?
Instead of waiting to die, he simply says to the
Lens computer: ``This is the view from my forward window. Where am
I?''
The Lens would respond like the picture books
that yachtsmen used before the days of global positioning
satellites, where you discover what shore you had approached by
checking countless images of coastline mountain ranges against what
could be seen. It would search through its huge database and
announce: ``There is a 98 percent probability that your galactic
coordinates are such-and-such.''
The coordinates themselves present quite another
problem. For in a three-dimensional galaxy, points of direction like
north and south (or right ascension and celestial longitude) are
quite useless. Something of the nature of ``up'' and ``down'' will
have to be added.
But what if no means of instantaneous travel is
ever found, and speeds must be less than that of light? Then, at
high speeds through normal space, the effects of special relativity
would distort the entirety of space, making the Lens useless at the
very moment when it was most needed.
So don't let's start writing that complicated
software just yet. |