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Ancient Science vs. Scientific Revolution: Cosmos View

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Ancient Science: The Closed World

The vision of the cosmos in ancient science is based on a geocentric model. This worldview, beginning in ancient Greek cosmologies and extending into the Renaissance, convinced humanity for over two thousand years that the Earth was the center of the universe. Geocentrism is the defining characteristic of the ancient worldview.

Aristotle believed the universe was divided into two levels:

  • The lower or sublunary world, below the Moon's orbit, is imperfect and corruptible.
  • The upper or supralunar world, beyond the Moon, is perfect and incorruptible, containing planets and stars composed of ether or quintessence.

The sublunary world is composed of four elements: earth, air, water, and fire. The cosmos is a closed and... Continue reading "Ancient Science vs. Scientific Revolution: Cosmos View" »

Chivalric Literature: Evolution of Knightly Novels

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The Evolution of Knightly Literature

Early Chivalric Romances (12th Century)

The first knightly novels appeared in France during the second half of the twelfth century. They were based on legends that emerged in courtly settings and placed their action within the broad geographic framework of Britain. The protagonists were knights, characterized by their virtues: strong, intelligent, generous, and gallant. These narratives often featured wonderful items and magical phenomena.

A passionate relationship between a knight and a lady was usually a constant in these chivalric novels. Often, this passion was not the normal result of a romance, but rather the effect of a magical influence.

The Rise of Realistic Chivalric Novels

Knightly novels gained great... Continue reading "Chivalric Literature: Evolution of Knightly Novels" »

Introduction to Vectors and Newton's Laws of Motion

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Introduction to Forces

A force is a vector quantity that describes an interaction between two bodies. It is measured in Newtons (N) and can cause a change in the state of motion of an object (from rest to motion or vice versa) or a physical deformation.

Types of Forces

Distance Forces

Distance forces occur when two bodies interact without being in direct contact. Examples include forces between magnets and gravity.

Contact Forces

Contact forces arise from physical contact between two or more surfaces. Some common examples include:

  • Weight: The force exerted on a body due to gravity. It is always directed towards the ground and is calculated as P = mg, where m is the mass and g is the acceleration due to gravity.
  • Normal Force: The force exerted by a
... Continue reading "Introduction to Vectors and Newton's Laws of Motion" »

Understanding Wave Physics: Properties, Behavior, and Formulas

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Understanding Traveling Waves

Traveling waves operate in a unique sense, expanding freely through space or traveling long distances to carry energy.

Standing Waves

Standing waves are formed by two traveling waves propagating in opposite directions. When an incident wave hits a fixed point and is compelled to return reversed, it creates a wave with stationary points called nodes (amplitude minima) and points of maximum amplitude called antinodes.

Key Elements Describing a Wave

  • Wavelength: The distance between two adjacent points in the same state of vibration.
  • Elongation: The position relative to balance, which can be positive or negative.
  • Amplitude: The maximum value of elongation from the midpoint balance.
  • Period (T): The time taken for a particle
... Continue reading "Understanding Wave Physics: Properties, Behavior, and Formulas" »

Magnetic Flux, Field Density, and Electromagnet Principles

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Understanding Magnetic Flux and Flux Density

Defining Magnetic Flux and Flux Density

Magnetic flux (Φ) is the total number of magnetic field lines passing through a given area. It represents the total magnetic effect. The unit for magnetic flux is the Weber (Wb).

Magnetic flux density (B), also known as magnetic induction, measures the concentration of these magnetic field lines per unit area. The more concentrated the lines, the stronger the magnetic effect. Its unit is Weber per square meter (Wb/m²) or Tesla (T).

Key Differences

  • Magnetic Flux (Φ): Represents the total quantity of magnetic field lines.
  • Magnetic Flux Density (B): Represents the concentration of magnetic field lines per unit area.

Mathematical Relationship Between Flux and Flux

... Continue reading "Magnetic Flux, Field Density, and Electromagnet Principles" »

Kepler's Laws, Gravity, Escape Velocity and Orbital Motion

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Kepler's Three Laws

Kepler's three laws are:

  • First Law. The planets move in elliptical orbits around the Sun, which is located at one of the foci of the ellipse.
  • Second Law. The straight line connecting the planet to the Sun (the radius vector) sweeps out equal areas in equal times. In other words, the areal velocity is constant. For example, if t1 = t2, then A1 = A2. This means that planets do not move at the same speed at all points of the orbital path: they move faster near perihelion (the point nearest the Sun) and more slowly near aphelion (the farthest point).
  • Third Law. The squares of the orbital periods of planets are proportional to the cubes of their mean distances from the Sun: T2 = K · r3.

Gravitational Field Intensity (g)

The intensity

... Continue reading "Kepler's Laws, Gravity, Escape Velocity and Orbital Motion" »

Physics Fundamentals: Force, Vectors, Weight, and Pressure

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Fundamental Concepts of Force and Measurement

Defining Force and Its Units

Force: Every action capable of changing the state of rest or motion of a body, or producing strain. Forces are not seen, but their effects can be observed.

Unit of Force: The Newton (N).

  • A Newton is the force that, when applied to a body with a mass of one kilogram, communicates an acceleration of one meter per second squared (1 m/s²).

Forces are measured using a dynamometer, typically consisting of a calibrated cylindrical tube.

Hooke's Law and Kilogram-Force

Hooke's Law: The force applied to an elastic body and the resulting elongation produced are directly proportional.

Kilogram-Force (kgf): In everyday life, force values are often expressed in pounds or kilograms-force.... Continue reading "Physics Fundamentals: Force, Vectors, Weight, and Pressure" »

Understanding Electric Potential, Energy, and Fields

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Electric Potential

Electric potential represents the potential energy of a unit positive charge located in an electric field. The electrical potential difference between point A and point B equals the work done by the electric field in moving the unit positive charge from A to B: (Va - Vb = ∫ E · dr). The electric potential at a point in space is the work done by the electric field to move a unit positive charge from that point to infinity. Its SI unit is the Volt.

If a positive charge q is moved from A to B, the work done by the electric field is: W = q (Va - Vb). The electric potential energy of a charge at a point in space is related to the electric potential at that point by: Ep = q · V

Potential Energy of a System of Charges

Ep = K (Q1... Continue reading "Understanding Electric Potential, Energy, and Fields" »

Fiber Optic Technology: How Light Powers Modern Internet

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The Future of Telecommunications: Optical Fiber

The future of telecommunications has a name: optical fiber. This technology transmits data via beams of light traveling through thin glass filaments.

How Fiber Optics Work

By rapidly turning a light source on and off, we send digital signals to telephone exchanges and, eventually, directly into our homes. These fiber optic circuits consist of glass filaments as thin as a human hair—sometimes just one-hundredth of a millimeter thick. This glass is coated with a protective layer to ensure durability.

Fiber vs. Traditional Copper

Traditional copper cables, such as those used for 20 Mbps DSL, are becoming obsolete due to their speed limitations. In contrast, optical fiber can support speeds ranging from... Continue reading "Fiber Optic Technology: How Light Powers Modern Internet" »

Air law

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ImageGases

1.The volume
In the International System is measured in m 3
2.La temperature
In the International System is measured in Kelvin (K)
3.La pressure
Def.: Force exerted on the walls of a material that contains delrecipiente.
In the International System is measured in pascals (Pa).

ImageKinetic corpuscular

It is based on the kinetic model-corpuscular
Applied to gases says:
The gases are composed of particles separated from each other in continuous motion.
They have a disordered motion Brownian motion
They occupy the entire container volume
The faster you move higher temperature.

ImageGas Laws
Oley Boyle

üCuando constant temperature, increasing the pressure decreases the volume and vice versa.
üFórmula: P · V = constant. P 1 V 1 =... Continue reading "Air law" »