electrostatics

You can do the same thing if it has an innate magnetic field, or with electrostatics.

I've had a lot of fun with electrostatics, but never thought to use it on a robotic gripper before.

The biggest risk was that electrostatics would prove to be not feasible in high humidity.

Inverse square laws are ubiquitous in hydrodynamics, heat flow, electrostatics.

My electrostatics course forced memorization on us and I spent more time shoving formulas into my noggin instead of applying concepts to solve actual problems.

But gravity always attracts, while electrostatics may attract or repulse, so when you consider a real situation then things like your falling example get more complicated.

Similarly, refering to our original discussion, there is more than just electrostatics that is responsible for the hardness of crystalline solids.

One of the things I love about it is that it starts with Maxwell's equations, in their non-simplified form, then goes into the special cases of electrostatics, magnetostatics, and then uniting them into electrodynamics.

Central to our approach is the importance of shape and electrostatics as primary variables of molecular description, platform-independent code for high-throughput 2D and 3D modeling, and a preference for the rigorous rather than the ad hoc.

But we have little reason to believe that DFT is useful for studying the interactions of macromolecules; these interactions are dominated by typical van der Waals forces, along with repulsion and electrostatics, and this doesn't need a quantum mechanical treatment.

This makes perfect sense after reading some molecular biology lately: bacteria are constantly trying to attach and detach from our skin, and that, apparently, involves a constant struggle between electrostatics and biological structures...... my issue is whether or not that ought to be called "calculation" or "computation.