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المحاضرة الاولى Physics and Measurement. physical quantities are: 1- basic quantities: length, mass, and time 2- derived quantities, in that they can.

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Presentation on theme: "المحاضرة الاولى Physics and Measurement. physical quantities are: 1- basic quantities: length, mass, and time 2- derived quantities, in that they can."— Presentation transcript:

1 المحاضرة الاولى Physics and Measurement

2 physical quantities are: 1- basic quantities: length, mass, and time 2- derived quantities, in that they can be expressed as combinations of a small number of basic quantities. International system for units (SI): SI units of length (L) is meter (m) SI units of mass (M) is kilogram (Kg) SI units of time (T) is second (s) Standards of Length, Mass, and Time

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4 Matter and Model Building Atoms consists of : 1- protons : carry a positive electric charge. 2- electrons: carry a negative electric charge 3- Neutrons: has no charge Atomic number: the number of protons in its nucleus. (does not vary) mass number: defined as the number of protons plus neutrons in a nucleus. (vary)

5 Example (1):

6 Density and Atomic Mass Density is: 1- a derived quantity. The density of any substance is defined as 2- mass per unit volume: 3- density SI unit is Kg/m 3 4- density is a property of material. Example: aluminum has a density of 2.70 g/cm 3

7 Atomic mass: measured in atomic mass units (u) : Density and Atomic Mass

8 Quick Quiz (1)

9 Example 1.1

10 Problem 1.3

11 Dimensional Analysis - The word dimension denotes the physical nature of a quantity. - brackets [ ] dimensions of a physical quantity. Example: A distance is measured in units of feet or meters still a distance. distance dimension is length. or ; [distance ] = L

12 Examples: 1- dimensions of speed v are written [v] = L/T. 2- the dimensions of area A are [A] = L 2 3- The dimensions and units of area, volume, speed, and acceleration are listed in Table: Dimensional Analysis

13 Dimensional analysis. Dimensions can be treated as algebraic quantities. (quantities can be added or subtracted only if they have the same dimensions).. The dimensional form of the equation: is

14 Quick Quiz

15 Example

16 Example 1.3

17 QUESTIONS

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19 QUESTION (3)

20 Conversion of Units convert units from one measurement system to another. Example: convert 15 cm to meters:

21 Example

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26 Exercises


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