#8 Física 10º ano - Energia e movimentos 🏃‍♀️

Help2Learn 🇵🇹
6 Jan 202107:39

Summary

TLDRThis educational video script introduces the concepts of energy and movement in physics for 10th-grade students. It explains energy transfer and transformation through work (W) and heat (Q), using the International System of Units (SI). The script covers open, closed, and isolated systems, and delves into kinetic and potential energy, including gravitational potential energy. It defines mechanical energy and discusses the center of mass, work done by a force, and the distinction between conservative and non-conservative forces. The script also touches on the law of conservation of mechanical energy and introduces the concepts of power and mechanical efficiency, providing foundational knowledge for further studies in physics.

Takeaways

  • 🔋 Energy can be transferred and transformed between systems, mainly through work (W) and heat (Q).
  • ⚖️ There are three types of systems: open (exchange of matter and energy), closed (exchange of energy only), and isolated (no exchange).
  • ⚡ Kinetic energy (associated with motion) and potential energy (associated with interactions) are two fundamental forms of energy.
  • 📊 Mechanical energy is the sum of kinetic and potential energy, represented as E = Kinetic Energy + Potential Energy.
  • 🏋️‍♂️ Work is the transfer of energy due to force applied over a distance, measured as W = Force x Distance x cos(θ).
  • 🔄 Conservative forces, like gravity, have work independent of the path taken. Non-conservative forces, like friction, dissipate energy.
  • 🚀 The work-energy theorem states that the work done on a body is equal to the change in its kinetic energy.
  • 🎯 Power is the rate of energy transfer over time, and is measured in watts (W).
  • 🔄 In systems with only conservative forces, mechanical energy is conserved. In non-conservative systems, mechanical energy changes.
  • ⚙️ Efficiency of a mechanical system is calculated as the ratio of useful energy to total energy.

Q & A

  • What are the two main forms of energy transfer mentioned in the script?

    -The two main forms of energy transfer mentioned are work, represented by 'W', and heat, represented by 'Q'.

  • What does the term 'energy' represent in the context of the International System of Units?

    -In the International System of Units, energy is represented by the unit 'Joule' (J).

  • What are the three types of systems described in the script?

    -The three types of systems are open systems, which exchange both matter and energy with their surroundings; closed systems, which only exchange energy; and isolated systems, which do not exchange either matter or energy.

  • What is kinetic energy and how is it calculated?

    -Kinetic energy is the energy associated with the movement of an object and is calculated using the formula: Kinetic Energy (KE) = 1/2 * mass * velocity squared.

  • What is gravitational potential energy and how is it calculated?

    -Gravitational potential energy is the energy an object possesses due to its position in a gravitational field, such as near the Earth's surface. It is calculated using the formula: Potential Energy (PE) = mass * gravity * height.

  • What is the difference between kinetic energy and potential energy?

    -Kinetic energy is related to the motion of an object, while potential energy is related to the position or configuration of an object in a force field, such as a gravitational field.

  • What is mechanical energy and how is it composed?

    -Mechanical energy is the sum of an object's kinetic and potential energies. It is constant in a closed system where only conservative forces are at play.

  • What is the center of mass of a body and its significance?

    -The center of mass is the point at which the entire mass of an object can be considered to be concentrated for the purpose of analyzing its translational motion. It is the point where all forces acting on the body can be applied equivalently.

  • How is work defined in physics and what is its formula?

    -In physics, work is defined as the energy transferred by a force over a displacement. The formula for work is Work = Force (F) * displacement (d) * cos(theta), where theta is the angle between the force and displacement vectors.

  • What is the difference between conservative and non-conservative forces?

    -Conservative forces, such as gravity, do work that depends only on the initial and final positions of an object, with the total work around a closed path being zero. Non-conservative forces, like air resistance and friction, dissipate energy and do work that can change the mechanical energy of a system.

  • What is the mechanical energy conservation principle and its implications?

    -The mechanical energy conservation principle states that if only conservative forces act on a system, or if non-conservative forces do not perform work, the total mechanical energy of the system remains constant. This implies that any increase in kinetic energy is balanced by a corresponding decrease in potential energy, and vice versa.

  • What are power and efficiency in the context of a mechanical system?

    -Power is the rate at which energy is transferred or converted per unit time, measured in watts (W). Efficiency is the ratio of useful energy output to total energy input in a system, indicating how effectively energy is being used.

Outlines

00:00

📚 Introduction to Physics: Energy and Movement

This paragraph introduces the topic of physics for 10th-grade students, focusing on energy and movement. It explains that energy is manifested through transfers and transformations, and the two main forms of energy discussed are work (represented by 'W') and heat (represented by 'Q'). The script also touches on the International System of Units' use of Joules for energy measurement. It further delves into the concept of open, closed, and isolated systems in relation to energy and matter exchange. The paragraph introduces kinetic energy, which is associated with the movement of an object, and potential energy, which is associated with the interaction of an object with other bodies or the gravitational field of the Earth. The formulas for calculating kinetic energy (Ec = 1/2 * mass * velocity^2) and potential energy (Ep = mass * gravity * height) are provided. The concept of mechanical energy as the sum of kinetic and potential energy is also discussed, along with the center of mass and its role in characterizing the translational component of an object's movement.

05:01

🔧 Work, Energy Conservation, and Non-Conservative Forces

The second paragraph delves into the concept of work as energy transferred by a force over a certain distance, with the work being calculated by the formula Work = Force * Distance * cos(theta), where theta is the angle between the force and the displacement. It clarifies that work can be positive or negative, depending on whether it contributes to the increase or decrease of energy in a body. The paragraph also explains that work done by a force perpendicular to the displacement does not change the body's energy. The concept of conservative forces is introduced, with gravity being an example, where the work done is independent of the path taken and is zero for a closed path. The paragraph further discusses the law of conservation of mechanical energy, stating that if only conservative forces act on a system, the mechanical energy remains constant. It also touches on non-conservative forces like air resistance and friction, which do negative work and decrease the system's mechanical energy. The paragraph concludes with the concepts of power, which is the rate of energy transfer, and mechanical efficiency, which is the ratio of useful energy output to total energy input.

Mindmap

Keywords

💡Energy

Energy is a fundamental concept in physics, referring to the ability to do work or cause change. In the video, energy is discussed in terms of its transfer and transformation between different forms, such as kinetic and potential energy. The script emphasizes that energy can be transferred from one system to another or transformed from one type to another, such as from potential to kinetic energy, which is central to understanding the behavior of physical systems.

💡Kinetic Energy

Kinetic energy is the energy associated with the motion of an object. It is calculated using the expression EC = 1/2 * mass * velocity^2. The video explains that kinetic energy is a key component of a body's total mechanical energy, and it varies with the speed and mass of the object. For example, a moving object gains kinetic energy, which is one of the primary forms of energy discussed.

💡Potential Energy

Potential energy refers to the energy stored within a system due to the position of an object, particularly in a gravitational field. In the video, potential energy is exemplified by gravitational potential energy, which depends on the object's mass, gravity, and height. The formula provided, EP = mass * gravity * height, highlights its role in the total mechanical energy of an object.

💡Mechanical Energy

Mechanical energy is the sum of an object's kinetic and potential energy. The video explains that this total energy is conserved in a system where only conservative forces act. Mechanical energy is used to describe the total energy available to a system for performing work, and its conservation is a fundamental principle in physics.

💡Work

Work is defined as the energy transfer that occurs when a force is applied over a distance. It is calculated as W = F * d * cos(theta), where F is the force, d is the distance, and theta is the angle between the force and displacement directions. The video discusses work as a means of transferring energy within a system, and it can be positive, negative, or zero, depending on the direction of the force relative to the displacement.

💡Conservative Forces

Conservative forces are forces where the work done is independent of the path taken between two points, and the work done around a closed loop is zero. The video uses the example of gravitational force to explain conservative forces, noting that such forces do not dissipate mechanical energy but rather convert it between kinetic and potential forms.

💡Non-conservative Forces

Non-conservative forces are forces that cause a loss of mechanical energy from a system, usually converting it to heat or other forms of energy. Examples include friction and air resistance, which the video describes as dissipative forces. Unlike conservative forces, the work done by non-conservative forces depends on the path taken and usually results in a decrease in the system's total mechanical energy.

💡Power

Power is the rate at which work is done or energy is transferred over time. It is measured in watts (W) and calculated as P = W/t, where W is work and t is time. The video mentions power in the context of mechanical systems, indicating how quickly energy is being used or transferred in these systems, which is crucial for understanding their efficiency.

💡Efficiency

Efficiency refers to the ratio of useful energy output to the total energy input in a system. The video discusses efficiency in terms of how effectively a system converts energy into work, which is a critical factor in mechanical processes. A higher efficiency means less energy is wasted, making the system more effective in performing its desired function.

💡Center of Mass

The center of mass is the point at which the mass of a body or system is concentrated and around which the force of gravity appears to act. The video explains that the center of mass is used to describe the translational motion of a body, simplifying the analysis of forces and movements by treating the mass as if it were concentrated at a single point. This concept is essential in understanding the motion of objects in physical systems.

Highlights

Introduction to physics for 10th grade focusing on energy and movement.

Energy manifests through transfers and transformations, with work (W) and heat (Q) being the main forms.

Explanation of the International System of Units using Joules (J) for energy.

Types of systems: open, closed, and isolated, with different energy and matter exchanges.

Introduction to kinetic and potential energy, with formulas for calculation.

Kinetic energy (EC) is associated with the movement of an object and can be calculated using mass and velocity squared.

Potential energy (EP) is associated with the interaction of a body with other bodies, such as gravitational potential energy.

Mechanical energy is the sum of kinetic and potential energy.

Concept of the center of mass as a point that characterizes the translational component of an object's movement.

Work is energy transferred by a force over a certain movement and can be calculated using force, distance, and angle.

Work can be positive or negative, contributing to the increase or decrease of energy in a body.

Force perpendicular to the displacement does not perform work and does not change the body's energy.

The effective force component in the direction of displacement is responsible for performing work.

The work done by various forces acting on a body in translation is the sum of the work of each force.

The Work-Energy Theorem states that the work done by forces on a body is equal to the change in its kinetic energy.

Conservative forces perform work that is independent of the path taken and results in zero total work over a closed path.

Non-conservative forces, such as air resistance and friction, perform negative work, leading to a decrease in mechanical energy.

Conservative forces, like gravity, perform work symmetrically related to the change in gravitational potential energy.

The Mechanical Energy Conservation Law states that if only conservative forces act, the mechanical energy remains constant.

Concepts of power and mechanical efficiency introduced, with power being the rate of energy transfer over time.

Mechanical efficiency is calculated as the ratio of useful energy to total energy obtained.

Transcripts

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E aí

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[Música]

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o Olá amigos bem-vindos apesar de 8 do

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curso física e química hoje começamos

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com a física 10º ano vamos a isto vamos

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falar energia e movimento a energia

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manifesta-se através de transferências e

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transformações por das palavras pode ser

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transferida de um lado para o outro e

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transformada da forma atrás forma ver

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essa transferência pode ser vários nadas

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mas agora as falar das duas principais

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trabalho apresentado por w e calor

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representado por que realidade do

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sistema internacional é assim da energia

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é o uso do J e esta pode ser transferida

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entre os temas como a Carolina já disse

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no curso biologia Existem três tipos de

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sistemas aberto em que existe troca de

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matéria e energia com a vizinhança

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fechado em que só existe troca de

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energia e isolado em que não existe uma

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troca existem dois tipos fundamentais de

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energia podemos conhecer energia

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cinética energia potencial acidente

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a associada ao movimento de um corpo e

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pode calcular-se conseguinte a expressão

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energia cinética EC = um meio vezes a

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massa vezes a velocidade ao quadrado já

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potencial está associada a interação de

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unidade com outros corpos centro de um

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corpo na superfície terrestre e interage

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com a terra esse corpo possui energia

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potencial gravítica que pode ser

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calculada através da expressão energia

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potencial é b = de massa vezes a

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gravidade vezes altura se somarmos

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energia cinética energia potencial

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gravítica obtemos a energia mecânica de

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um corpo energia mecânica é é igual a

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energia cinética mais energia potencial

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U

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e o centro de massa de um corpo é o

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ponto de seguro que se utiliza para

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caracterizar a componente translacional

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do seu movimento é como se toda a massa

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do corpo estivesse uma única partícula e

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todas as forças aplicadas nessa

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partícula e

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é uma energia que é transferida de um

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sistema para outro por ação de uma força

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e que envolva um dado movimento é medida

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pelo trabalho realizado por essa força

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não é trabalho no sentido emprego que

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vocês humanos é muito bem nós humanos

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temos mas se eu ter um físico de um são

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reta esse trabalho pode ser calculada

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através desta expressão tem que F é

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intensidade da força de a distância

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delicada e teto Ah o ângulo entre a

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força eo deslocamento o trabalho pode

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ser positivo por tempo ou negativo

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resistente dizemos que o trabalho

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objetivo o presente se este contribui

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para o aumento de energia no corpo e

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dizemos que é negativo ou resistente no

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caso oposto se aplicarmos uma força na

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direção perpendicular ao deslocamento de

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um corpo essa força não vai realizar

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trabalho ou seja não irá variar energia

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nesse corpo

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e quando a força eu deslocamento tem a

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mesma direção e sentir a energia

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transferida com o trabalho alcançou seu

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valor mais alto por outro lado quando a

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força julgamento tem a mesma direção mas

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sentidos opostos energia retirada de um

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corpo como trabalho alcançou seu valor

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máximo a componente da força que está na

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direção do deslocamento e que realiza o

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trabalho que o nome de força eficaz por

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isso dizemos que o trabalho de uma força

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é igual ao trabalho da sua componente

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eficaz se as forças atuar em um corpo em

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movimento translação forem várias então

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o trabalho realizado é igual a soma dos

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trabalhos todas as forças chamadas

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e o trabalho tal vai ser igual ao

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trabalho da força um mais trabalho força

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dois porém fora também das ter atenção

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ao teorema da energia cinética que nos

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diz que o trabalho realizado pelas

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forças que atuam no corpo em relação é a

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variação da energia cinética do corpo

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nesse intervalo de tempo logo o trabalho

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da força resultante vai ser igual a

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energia cinética final menos energia

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cinética Inicial assim se perguntarem

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para calcular o trabalho e provavelmente

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mal de pode somar os trabalhos todas as

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forças ou calcular energia cinética

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final Inicial e fazer a diferença

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o exemplo que uma força é conservativa

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quando o trabalho que ela realiza para

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mover uma partícula entre dois pontos é

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independente da trajetória percorrida da

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mesma forma se uma partícula de viagem

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no percurso fechado o trabalho Total

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realizado por uma força conservativa a

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zero por das palavras o trabalho é o

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mesmo para quaisquer dos dois caminhos

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em dois pontos o exemplo de força

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conservativa é o peso de um corpo pois o

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peso não depende a trajetória da

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e se depois de realizar trabalho o

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sistema não regresse a configuração

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Inicial ou energia cinética igual

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estamos na presença de forças

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não-conservativas se exemplos deste tipo

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de forças a resistência do ar eo atrito

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se uma força for conservativa então o

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trabalho realizado entre dois pontos

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apenas depende da posição final e

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Inicial e o trabalho realizado pelo peso

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de um dado corpo é simétrico da variação

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da energia potencial gravítica a

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o trabalho do Peso = - variação da

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energia potencial gravítica a lei da

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Conservação da energia mecânica diz-nos

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que o sistema atuarem exclusivamente

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forças conservativas e ou forças

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não-conservativas que não realizam

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trabalho a sua energia mecânica não se

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altera neste caso dizemos que o sistema

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é o sistema conservativo isto implica

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que se a energia cinética aumentar ou

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diminuir a energia potencial varia de

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forma contrária maneira a que a sua soma

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energia mecânica filho constante

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em não havendo atrito plano inclinado a

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variação de energia cinética de um bloco

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é igual ao trabalho realizado pela força

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resultante das forças que não incidem o

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peso EA reação normal exercida pela

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superfície sendo assim podemos dizer que

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o trabalho realizado pelas forças que

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atuam sobre o bloco quantos Lisa do Topo

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até a base do plano inclinado é igual ao

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trabalho realizado pela sua força eficaz

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as forças não-conservativas por vou com

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variação de energia mecânica do sistema

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tocam isso a pouco a resistência do ar e

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se for fazer trico são exemplos desse

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tempo de forças que realizam trabalho

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negativo fazem com que a energia

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mecânica do sistema diminua tem o nome

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de forças dissipativas das forças

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não-conservativas dissipativas atuam no

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sistema energia mecânica diminui se

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forem forças não-conservativas potentes

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a energia mecânica aumenta para terminar

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falta falarmos de dois conceitos a

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potência e o rendimento de um sistema

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mecânico

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e a potência é energia transferida por

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idade tempo senti Comunidade

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Internacional watch w

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e já o rendimento do sistema mecânico é

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calculado através da relação entre a

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energia útil e energia Total obtém-se

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útil e potência Total 1

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O que é isso por este vídeo tem dúvidas

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em para o nosso patrão e nós já fiz até

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já já

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E aí

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