linear
The magnetic field in a moving coil galvanometer is made radial by surrounding the coil with a cylindrical magnetic core. When current flows through the coil, it creates a magnetic field perpendicular to the coil. This magnetic field interacts with the radial magnetic field of the core, causing a torque on the coil that deflects the pointer.
The expression for the electric field in cylindrical coordinates is given by E (Er, E, Ez), where Er is the radial component, E is the azimuthal component, and Ez is the vertical component of the electric field.
To determine if your tires are radial or cross ply, check the sidewall markings. Radial tires typically have "RADIAL" or "R" in the size designation, while cross ply tires may have "B" for bias or lack the radial designation altogether. Additionally, radial tires have a more flexible sidewall and a flatter tread profile, whereas cross ply tires usually have a more rounded profile and stiffer sidewalls. Inspecting the tire's construction can also reveal its type, as radial tires have layers of fabric running perpendicular to the tread, while cross ply tires have layers that crisscross.
inner base circle
Check a biology textbook - I reckon it's lateral (left-to-right) symmetry, as the body does not have the cylindrical shape that would qualify it for radial symmetry.
Difrence is between lead positions. Axial one is -[]- and Radial =[] Axial ones are mutch pricier, but they are good choice for poin to point construction and low profile pcb's.
The structures passing through the sigmoid notch of the ulna are the radial notch, which accommodates the head of the radius, and the ulnar collateral ligament which attaches to the radial notch.
Radial symmetry is a type of symmetry where body parts are arranged around a central point, like the spokes of a wheel. Organisms with radial symmetry, such as starfish and jellyfish, can be divided into equal halves in multiple planes passing through the central axis.
A radius (or radial) vector is a vector which goes through the origin. That is going directly away from (or toward) the origin. A vector that is not radial is a transverse vector
The electric field due to a point charge in cylindrical coordinates can be expressed as ( \vec{E} = \frac{1}{4 \pi \varepsilon_0} \frac{q}{r} \hat{r} ), where ( q ) is the charge, ( r ) is the radial distance from the point charge, and ( \hat{r} ) is the unit vector in the radial direction.
radial artery
The expression for momentum in cylindrical coordinates is given by the formula: vecp m vecv m vrho hatrho m vphi hatphi m vz hatz where ( m ) is the mass of the object, ( vecv ) is the velocity vector, ( vrho ) is the radial component of velocity, ( vphi ) is the azimuthal component of velocity, and ( vz ) is the vertical component of velocity.