11 items with this tag.

  • air

    Air has heat capacity and specific heat / ratio of heat capacities of [$\gamma = 1.4$ → When we read this, it is telling us that gamma in a more natural way.] molar mass Take $M\approx(28.8 \times 10^{-3})$, ThumbRule up to about $10 \text{ km}$ Typically a gas, and common wave medium for sound wave...

  • intermolecular and interatomic forces

    C18-1 Forces that are not due to chemical formula.

  • heat convection

    C17-7 When a material system with thermal energy is in fluid flow or motion its material can create a difference in temperature.

  • law of beta particle decay and capture

    $\beta^-$ decay beta-minus decay can occur whenevver the mass of the original neutral atom is larger than that of the final atom $$\text{n} \rightarrow \text{p} + \beta^- +\bar{\nu}_e$$ That is a neutrons decays into a protons, electrons, and an antineutrino ThumbRule occurs when $N>Z$ for large ...

  • optical junction refractive dispersion

    C33-4 For longer wave lengths, most material system have lower index of refraction which causes the angle of the optical ray to deviate further for higher-energy frequencies of light.

  • principal ray method for mirrors

    C34-2 To find a linearly independent set characterizing the system we follow this method to establish object-image relationship for a mirror.

  • table

    ThumbRule A type of tropographic relationship, aggregates physical quantities. Solves enumerate all apparently permissible configurations.

  • magnetic field

    C27-2 An electric charge in motion produces a magnetic field.

  • electrical current

    C25-1 A type of flux of the random motion of electrons in a material system modeled as a conductor.

  • permanent magnet, ferromagnetic material

    C27-1 WaitWhat (possibly) Named for Manisia, Turkey (Magnesia) circa 500 B.C. for iron fragments.

  • angular velocity

    C9-1 KeyConcept Definition A type of velocity in kinematics of rotational motion of rigid bodies Formulas We also define angular velocity $$\omega_z = \lim_{\Delta t \rightarrow 0}{\Delta \theta \over \Delta t} = {d\theta \over dt}$$ at any instant, every part of a rotating rigid body has the same a...