SUMMARY
The capacitance of two metal spheres with charges of 20nC and -20nC, experiencing a voltage change of 100V, can be calculated using the formula C=Q/(ΔV). In this case, the charge Q is taken as 20nC, leading to a capacitance of 2E-8 F or 20nF. The discussion clarifies that when two charges are provided, the positive charge should be used for calculations, as capacitance is inherently symmetric in such scenarios.
PREREQUISITES
- Understanding of capacitance and its formula C=Q/(ΔV)
- Knowledge of electric charge units, specifically nanocoulombs (nC)
- Familiarity with voltage concepts and their role in capacitance
- Basic principles of electrostatics and charge interactions
NEXT STEPS
- Study the derivation and applications of the capacitance formula C=Q/(ΔV)
- Explore the concept of electric field and its relation to capacitance
- Investigate the behavior of capacitors in series and parallel configurations
- Learn about the effects of dielectric materials on capacitance
USEFUL FOR
Students in physics or electrical engineering, educators teaching electrostatics, and anyone interested in understanding the principles of capacitance and charge interactions.