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Introduction

Physics is a fundamental science of nature studying the surrounding reality, mainly addressing the following aspects: the fundamental properties of matter, the structure of matter, the interactions between its constituents, as well as the evolution of matter in space and time.

This science forms a basis for the other natural sciences (chemistry, biology, geography), providing the general laws that govern the universe, at the macroscopic and microscopic level.

Historical roots

In ancient times, all knowledge about the world at that time was contained in a single science called Philosophy after the words Greek language

From this global knowledge came first natural philosophy, dedicated exclusively to explaining phenomena in the environment.

Modern physics has developed since the 16th-17th centuries, when scientists such as Galileo and Isaac Newton they understood that nature is not only to be contemplated philosophically, and introduced a method of investigation based on experiments and the description of phenomena by laws expressed in the universal language of Mathematics.

Methodology of scientific knowledge

Like any science, physics is not based on opinions, but on a rigorous algorithm called scientific method. It comprises the following fundamental steps:

Observation ➔ Formulation of Hypothesis Experimental ➔ Verification ➔ Statement of Law

 

Example: Falling bodies

Evolution of science

Over time, science develops (knowledge is enriched), it is validated (scientific theories are always confirmed, possibly corrected if necessary) and of course, it is applied in practice in different technical fields (because this is its usefulness).

This evolution is based on two methods:

1. Inductive method (particular to general)

Induction is the method by which one starts from small observations, particular cases or repeated experiments and based on them draw a Overall conclusion (a law valid for all similar cases). It underlies the discovery new laws.

Example:

2. Deductive method (general to particular)

Deduction works the other way around: it starts from a general law already known and it applies to a Particular case: to anticipate what's going to happen. It underlies the problem solving, practical applications and scientific forecasts. 

Example:

In scientific research, the two methods complement each other: 

Particular Experiments ➔ Induction General ➔ Law ➔ Deduction ➔ Predictions for new cases

Example on the evolution of Physics:

  1. - the Summaries of Products Characteristic, labelling, package leaflet and Module 3 proposed by the induction (observing the motion of bodies, including celestial bodies, and conducting experiments), Newton discovered The Law of Universal Attraction.

  2. - the Summaries of Products Characteristic, labelling, package leaflet and Module 3 proposed by the Deduction (using the mathematical formula of that generalized law), astronomers calculated exactly the orbit of Neptune before anyone actually saw it through the telescope.

    it cannot be said that

weights and measures

Throughout Physics sbutter only 7 fundamental sizes:

physical size

the usual symbol

sI unit of measurement

measured

L

m Metre

masa

M

<g id="1">kg</g><g id="2"> <g id="3">Kilogram</g></g>

Time

T

%s second

Quantity of substance

º

kmol (kilomol)

temperaturę

T

K = Kelvin

Electric current intensity.

I

<g id="1">A</g><g id="2"> <g id="3">Ampere</g></g>

Luminous intensity

I

cd (Candela)

where SI means International System.

Physical quantities can be divided into two categories: scaling and vectorial.

Scalar physical quantities can be specified only by a single value and the related unit of measurement.

Vector physical quantities additionally requires the specification of a direction and a meaning or can be expressed by a set of numerical values and units of measurement.

Based on these 7 fundamental quantities, a higher number of derived quantitiesCa de exemplu:

size

the usual symbol

dimensional formula

sI unit of measurement

size type

Area

S

S L2

m2 Square meter

scale

Volume

V

V=L3

m3 Cubic metre

scale

The density

ρ

ρ=L-3m

kg/m3

scale

velocity

v

v=L∙T-1

28 m/s

vectorial

Acceleration

a

a=L∙T-2

28 m/s2

vectorial

Force

F

F=L∙M∙T-2

N (Newton or kg·m/s2)

vectorial

pressure feels

p

P/L-1M-T-2

Pa (Pascal or N/m2)

scale

impulse

p

p=L∙M∙T-1

kg·m/s

vectorial

Torque

M

M L2M-T-2

N-m

vectorial

angular momentum

L

L  L2M-T-1

kg/m2S

vectorial

Mechanical work.

L

L  L2M-T-2

J (Joules)

scale

Energy

E

E L2M-T-2

J (Joules)

scale

Dimensional formulas show that derived quantities can be expressed according to fundamental quantities by a relationship of the form: Lαmβt •γ , where α, β, γ are exponents that generally can be positive, negative, zero, integer or not.

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