What should I pay attention to when I go to the spa fitness cent
if it is the textbook calculation, it is simple: C = q / u, q is the charge stored in the capacitor plate (k), u is the voltage at both ends of the capacitor (V), C is the capacitance (f). If it is the calculation of the starting capacitance of the motor, it is the simple calculation of the capacitance of single-phase capacitive motor: C = I & # 39; × 10^6/(2 π fU')= ≈10k·P/(88 π· cos φ) Where K current coefficient is 0.5 ~ 0.7 P.
Electrostatic force, the interaction between static charged bodies. The charged body can be regarded as composed of many point charges, and the interaction between each pair of static point charges follows Coulomb's law. It is also called Coulomb force. The electrostatic force between two static charged bodies is the vector sum of the interaction forces between the point charges that constitute them. Electrostatic force is transmitted by electric field, that is, the charged body generates electric field around it, and the electric field exerts force on the other charged body. Coulomb's law shows that the force between two static point charges in vacuum is proportional to the proct of the two charges. The direction of the force is along the connecting line of the two point charges. The same charges repel each other and the different charges attract each other. Formula: F = k * (Q1 * Q2) / R ^ 2
3. Electric field intensity: e = f / Q (definition formula, calculation formula) {e: electric field intensity (n / C), is vector (superposition principle of electric field), q: 4. Electric field formed by vacuum point (source) charge e = KQ / r2 {R: distance from source charge to the position (m), Q: electric quantity of source charge}
5. Electric field strength of uniform electric field E = UAB / D {voltage between UAB and ab (V), D: distance between AB and ab (m)}
6. Electric field force: F = QE {F: electric field force (n),}, q: Electric quantity (c) of electric charge under electric field force, e: electric field strength (n / C)}
7. Potential and potential difference: UAB = φ A- φ B,UAB=WAB/q=- Δ EAB / Q
8. Work done by electric field force: WAB = quab = eqd {WAB: work done by electric field force from a to B (J), Q: charge (c), UAB: potential difference between a and B (V) (the work done by electric field force is independent of path), e: uniform electric field strength, D: distance between two points along the direction of field strength (m)}
9. Electric potential energy: EA = Q φ A {EA: electric potential energy (J) of charged body at point a, Q: electric quantity (c), φ A: The potential (V) of point a}
10 Δ EAB = eb-ea {difference of electric potential energy of charged body from position a to position B}
11 Δ EAB = - WAB = - quab (the increment of electric potential energy is equal to the negative value of electric field force)
12. Capacitance C = q / u (definition formula, calculation formula) {C: capacitance (f), Q: electric quantity (c), u: voltage (potential difference between two plates) (V)}
13. Capacitance C of parallel plate capacitor = - ε S/4 π KD (s: the opposite area of the two plates, D: the vertical distance between the two plates, ω: Dielectric constant)
common capacitors [see P111 in Volume 2]
14. Acceleration of charged particles in electric field (VO = 0): w = Δ EK or Qu = mvt2 / 2, VT = (2qu / M) 1 / 2
15. Deflection of charged particles entering uniform electric field with velocity VO along the direction of vertical electric field (without considering the effect of gravity)
quasi plane vertical electric field direction: uniform linear motion, l = VOT (E = u / D in parallel plate with equal amount of heterogeneous charge)