SUMMARY
The discussion focuses on calculating the percentage of graphite in a 2H pencil using electrical properties. The user applied Ohm's Law and the resistivity formula, resulting in a resistance of 47.5 ohms and a calculated resistivity of 0.00093266 ohm meters. The conversation also addresses the misconception regarding the linear relationship between graphite content and conductivity, emphasizing that the conductivity of mixtures does not follow simple proportionality. Additionally, the discussion touches on the conductivity of metallic paints and their implications for experiments.
PREREQUISITES
- Understanding of Ohm's Law and its application in electrical circuits
- Familiarity with the concept of resistivity and its formula: R=(ρ.L)/(A)
- Knowledge of basic geometry for calculating the cross-sectional area of the pencil core
- Awareness of the properties of graphite and its conductivity
NEXT STEPS
- Research the resistivity values of different grades of graphite
- Learn about the relationship between material composition and electrical conductivity
- Explore the effects of impurities in graphite on its conductivity
- Investigate the properties of conductive paints and their applications in electrical experiments
USEFUL FOR
Students in physics or materials science, electrical engineers, and anyone interested in the electrical properties of materials, particularly in relation to graphite and its applications in everyday items like pencils.