用spherical造句子，“spherical”造句

The spherical model is better-suited when distances are further apart and more accuracy is needed.

A decoration consisting of a usually continuous series of small spherical shapes, as on a convex molding.

Now although sunlight indeed travels along straight lines, the projections of these lines onto the spherical sky are great circles.

Romanesque style is characterized by rounded arches and domed ceilings that developed from the spherical shape of the east into vaulted structures in the west.

Among the remains, the team noticed a spherical bone, called a basioccipital condyle, found in all mammals and reptiles that joins the base of the skull to the spinal cord.

The Earth is a nearly spherical planet.

And this is kind of nice because you see it is not an abrupt spherical surface.

We have rectangular coordinates, we have cylindrical coordinates and we have spherical coordinates.

So, if you are asked to find the average distance from the origin, spherical coordinates can be interesting.

Since Earth is not a perfect sphere, it has axial shifts all of the time to try to find spherical equilibrium.

Natural sediment particles are not spherical.

Well, we have to figure out how to set up our triple integral in spherical coordinates.

It's not a bad idea But it doesn't explain why these objects have the same spherical shape and are located so close to each other.

The bulge of our spherical Earth blocks sunlight from the far hemisphere at the solstices; that same curvature allows the sun's rays to spread over more area near the top and bottom of the globe.

That will give you a good idea of what kinds of things we've seen in spherical coordinates.

Buckyballs, for instance, have a unique spherical structure of atomic bonds that create a hexagon-pentagon structure (like that of a soccer ball) with atoms residing at the vertices.

And, now we have to learn about spherical coordinates, which you will see are a lot of fun.

But let's do it in spherical coordinates because that's the topic of today.

The connections between the spherical gaps in the sponge are then enlarged, using a technique called electropolishing to dissolve the surface layer of the metal.

So now we're going to triple integrals in spherical coordinates.