COMO FAZER DIAGRAMA DE MOMENTO FLETOR, FORÇA CORTANTE E NORMAL PELO MÉTODO DAS ÁREAS I Isostática

What's the easiest way to create a bending moment, shear, and normal force diagram using the area method? In this video, I present three examples of classic structural theory exercises. 📌 TRACE THE DRAW MINICOURSE - Learn how to calculate the concrete mix step by step http://estruturasebim.com/comece-por-... 👉 Visit our website and secure your materials https://estruturasebim.com ⭕ EQUIPMENT AND BOOK: 💻 Notebook I use to design WITHOUT FREEZING: https://amzn.to/3zuIkEH ⌨️ Calculator model I use for calculations: https://amzn.to/3oqi0oP 👉 📚 Book: Calculation and Detailing of Common Reinforced Concrete Structures: https://amzn.to/3jfyFbX 👉 How I learned Revit from the basics to Advanced https://bit.ly/RevitdoBasicoaoAvancad... Video on Positive and Negative Reinforcement cited:    • QUAL A POSIÇÃO DA ARMADURA POSITIVA E NEGA...   Hello, How are you? Before calculating a beam, we need to know about the loading, support reactions, and type of structure. Based on this information, we will be able to sketch the diagrams, which are divided into: Bending moment diagram: This diagram allows us to estimate the points of maximum moment, that is, determine which section of the structure is capable of bending, causing tension or compression. Shear force diagram: A force capable of shearing the part, especially near the support area. Therefore, it is important to know these sections to reinforce beams with stirrups. Normal stress diagram: A typical stress capable of horizontally displacing the structure, which can cause some displacement and rupture. One way to draw diagrams is using the area method. This method is only possible once we have the shear force diagram. The geometric figures formed will be used to calculate the area and then project it onto the bending moment diagram. However, based on the load, we must follow the drawing. In the video, I show a table with concentrated, distributed, and horizontal loads. If it's a distributed load and we want to draw the bending moment diagram, we need to cross-reference the information where the line drawing is a quadratic parabola. Since we know it's a quadratic parabola, we need to take the calculated area value from the shear force diagram and draw it using that value. A limitation of the area method is that it applies to both concentrated and distributed loads. If the intention is to calculate a trapezoidal or triangular load, it's a good idea to apply another method. Take the time to watch the other videos on the channel; we have a series where we start with the first steps of structures. I wish you good studies! Best regards! Engineer Pedro Rodrigues 00:00 Importance of Diagrams 00:27 Where to Apply Diagrams? 01:19 Exercise 01 - Distributed Load Only 10:15 Exercise 02 - Distributed and Concentrated Load 18:34 Exercise 03 - Distributed, Concentrated Load, and Concentrated Moment 30:00 Invitation to Download Free Materials

SUPPORT REACTIONS - SOLVED EXERCISES (IT APPEARS ON EVERY TEST!!!!)
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SUPPORT REACTIONS - SOLVED EXERCISES (IT APPEARS ON EVERY TEST!!!!)

Massencrash & ein episches Duell! | 🇭🇺 Ungarn GP | MotoGP Rennen - Highlights | MotoGP 2026
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Massencrash & ein episches Duell! | 🇭🇺 Ungarn GP | MotoGP Rennen - Highlights | MotoGP 2026

Exercício 01: Diagramas de força cortante (V) e momento fletor (M) para viga bi apoiada
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Exercício 01: Diagramas de força cortante (V) e momento fletor (M) para viga bi apoiada

Node Method Trusses | Beer and Johnston | Structural Analysis - Salvador FI
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Node Method Trusses | Beer and Johnston | Structural Analysis - Salvador FI

Diagrama de Esforço Cortante e Momento Fletor | Viga Biapoiada Passo a Passo
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Diagrama de Esforço Cortante e Momento Fletor | Viga Biapoiada Passo a Passo

CAN I USE A WALL SUPPORTED BY A SLABS? I Learn two solutions to avoid this problem on slabs.
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CAN I USE A WALL SUPPORTED BY A SLABS? I Learn two solutions to avoid this problem on slabs.

Understanding Shear Force and Bending Moment Diagrams
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Understanding Shear Force and Bending Moment Diagrams

Diagrama de Força Cortante e Momento Fletor I
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Diagrama de Força Cortante e Momento Fletor I

Sistemas Estruturais 1 - Aula 3 - Um jeito mais fácil de traçar diagramas
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Sistemas Estruturais 1 - Aula 3 - Um jeito mais fácil de traçar diagramas

DIAGRAMAS EN VIGAS - MÉTODO DE LAS ÁREAS Y USO DE FTOOL / CARGAS TRIANGULARES Y RECTANGULARES
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DIAGRAMAS EN VIGAS - MÉTODO DE LAS ÁREAS Y USO DE FTOOL / CARGAS TRIANGULARES Y RECTANGULARES

«Ich bin der Versöhner»: Björn Höcke über die Deutschen, ihre Identität und ihre Zukunft
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«Ich bin der Versöhner»: Björn Höcke über die Deutschen, ihre Identität und ihre Zukunft

The Insane Genius of a Formula 1 Gearbox
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The Insane Genius of a Formula 1 Gearbox

TIPOS DE ESFORÇOS NAS ESTRUTURAS TRAÇÃO, COMPRESSÃO, TORÇÃO, CISALHAMENTO E FLEXÃO I Exemplos reais
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TIPOS DE ESFORÇOS NAS ESTRUTURAS TRAÇÃO, COMPRESSÃO, TORÇÃO, CISALHAMENTO E FLEXÃO I Exemplos reais

DIAGRAMAS DE ESFORÇOS NORMAL, CORTANTE, E FLETORES EM PÓRTICO COM MOMENTO CONCENTRADO EX 2 PARTE 1
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DIAGRAMAS DE ESFORÇOS NORMAL, CORTANTE, E FLETORES EM PÓRTICO COM MOMENTO CONCENTRADO EX 2 PARTE 1

Basic exercises: Shear and bending diagrams for double-supported beams and for fixed beams
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Basic exercises: Shear and bending diagrams for double-supported beams and for fixed beams

SHEAR FORCE AND BENDING MOMENT DIAGRAMS - METHOD OF AREAS
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SHEAR FORCE AND BENDING MOMENT DIAGRAMS - METHOD OF AREAS

Diagrama de Esforço Cortante e Momento Fletor - simples e fácil
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Diagrama de Esforço Cortante e Momento Fletor - simples e fácil

Aula 1 - Parte 2 - Diagramas de Esforços Normais e Cortantes
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Aula 1 - Parte 2 - Diagramas de Esforços Normais e Cortantes

Método das forças - Introdução de rótulas
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Método das forças - Introdução de rótulas

TIPS FOR DIAGRAMS OF NORMAL FORCES, SHEAR AND BENDING MOMENT, CUTS AND VARIATION OF X
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TIPS FOR DIAGRAMS OF NORMAL FORCES, SHEAR AND BENDING MOMENT, CUTS AND VARIATION OF X