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define atterbergs limit

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Q) Define atterbergs limit   Atterbergs Limit:-   Atterberg limits are a set of tests used to determine the consistency of fine-grained soils by measuring the water content at which the soil transitions between different states.   Liquid Limit:- Determined using the Casagrande method, which involves dropping a cup containing the soil sample and measuring the number of blows required for a groove in the soil to close.   Plastic Limit:- Determined by rolling a thread of soil until it crumbles at a specific diameter, indicating the point where the soil transitions from plastic to semi-solid.    Shrinkage Limit:-   Determined by measuring the water content at which further drying does not cause a further reduction in volume.

What are the assumpions made in the theory of pure bending?

What are the assumpions made in the theory of pure bending? The theory of pure bending relies on several key assumptions: the material is homogeneous and isotropic, the beam is initially straight, plane sections remain plane after bending, and the material obeys Hooke's law within the elastic limit.  Here's a more detailed breakdown of the assumptions : Homogeneous and Isotropic Material: The material of the beam is assumed to be uniform throughout (homogeneous) and have the same properties in all directions (isotropic).  Initial Straightness: The beam is considered to be initially straight before any bending occurs.  Plane Sections Remain Plane: Transverse sections of the beam that are plane before bending remain plane after bending.  Material Obeying Hooke's Law: The material is assumed to behave elastically and obey Hooke's law, meaning stress is directly proportional to strain within the elastic limit.  Modulus of Elasticity is the Same in Tension and Compre...

Lateral Starin & Longitudinal Strain

  Lateral Starin & Longitudinal Strain Laterial Strain Lateral strain, also known as transverse strain, is the deformation of a material in a direction perpendicular to the applied load, specifically the change in diameter or breadth divided by the original diameter or breadth. Here's a more detailed explanation: Definition: Lateral strain is the ratio of change in dimension (like diameter or breadth) to the original dimension, but in a direction perpendicular to the applied force (or stress). Relationship to Longitudinal Strain: When a material is subjected to a longitudinal stress (force applied along its length), it will typically extend in the direction of the stress and contract in the transverse or lateral direction. Poisson's Ratio: The ratio of lateral strain to longitudinal strain is called Poisson's ratio, which is a material property that describes how much a material deforms in one direction when stressed in another direction. Formula: La...

what is torque and torsion? what is the difference between torque and torsion?

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  what is torque and torsion? what is the difference between torque and torsion? The terms torque and torsion are related to rotational forces, but they describe different concepts: Torque : Torque refers to a force that causes an object to rotate around an axis or pivot point. It is the measure of the rotational force applied to an object. The formula for torque is: τ=F×r×sin⁡(θ)\tau = F \times r \times \sin(\theta)τ=F×r×sin(θ) where τ\tauτ is the torque, FFF is the force, rrr is the distance from the pivot point, and θ\thetaθ is the angle between the force vector and the lever arm. Torque is typically used in situations where a force is applied at a distance from a center of rotation (like turning a doorknob or the engine in a car). Torsion : Torsion refers to the twisting of an object due to an applied torque. It describes the stress and strain experienced by a material when it is subjected to ro...

what is caisson?

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  what is caisson? A caisson is a watertight structure that is used as a foundation for buildings and other structures. They are often used in areas with soft or water-saturated soil, or in coastal areas. Caissons are large, hollow cylinders that are made from concrete, steel, or wood.  How caissons are used  Caissons are sunk into the ground until they reach bedrock or stable soil. They are then filled with concrete to create a strong foundation. Caissons are used to support heavy loads. Types of caissons Pneumatic caissons: A watertight box or cylinder-like structure that is closed at the top and open at the bottom.  Box caissons: A box-shaped structure that is closed at the bottom and open at the top.  Monolithic caissons: The largest type of caisson, which are constructed within quay walls.  Benefits of caissons   Caissons are affordable solutions for underwater foundations. They are easy to build and clean. They can be altered according to the spe...

what is drilled piers foundation & construction of Drilled piers

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  what is drilled piers foundation & construction of Drilled piers  Drilled Piers Drilled piers, also known as drilled shafts or caissons, are deep foundation systems formed by excavating a cylindrical hole and filling it with reinforced concrete, used to transfer loads from unstable soil to deeper, stable ground. Here's a more detailed explanation: What they are: Drilled piers are a type of deep foundation solution that involves drilling a hole into the ground, placing reinforcing steel, and then pouring concrete to form a strong, vertical pier. How they work: They transfer the structural load from the upper, potentially unstable soil layers to a deeper, more stable soil or bedrock layer. When they are used: Unstable soil: They are particularly useful when the soil at the surface is weak or unstable, such as in areas with expansive soils or where there's a high risk of erosion. Heavy loads: They are well-suited for supporting heavy structures, bridges, and other infrast...

Mild steel bars in either direction in RCC slabs should not be less than -------- of total cross-sectional area

  12)  Mild steel bars in either direction in RCC slabs should not be less than -------- of total cross-sectional area ans - 0.15 % Concept In RCC slabs, mild steel reinforcement in either direction should not be less than 0.15% of the total cross-sectional area.  Here's a more detailed explanation:  Minimum Reinforcement: As per IS 456:2000, the minimum reinforcement in either direction of a slab using mild steel should not be less than 0.15% of the total cross-sectional area. HYSD Bars: If high-strength deformed bars (HYSD) are used, the minimum reinforcement in either direction should not be less than 0.12% of the total cross-sectional area. IS 456:2000: These guidelines are based on the Indian Standard code IS 456:2000, which provides detailed recommendations for the design and detailing of reinforced concrete structures.