Dead load comprises of: -
Permanently attached loads
Dead load is a fundamental concept in structural engineering and building design. It refers to the forces that are constant over time and are part of the structure itself or are permanently attached to it.
Dead load primarily consists of the self-weight of the structural elements and any non-structural components that are permanently fixed to the building. These loads do not change in magnitude or position throughout the life of the structure, unless modifications are made.
Examples of components contributing to dead load include:
The question asks what comprises dead load. Let's analyze the options provided:
Based on the standard definition used in structural design, dead load is composed of loads that are permanently attached or part of the structure itself.
The analysis of the options confirms that dead load comprises loads that are permanently attached to the structure. These are loads whose magnitude and position remain constant over the structure's lifespan, making them predictable and reliable for design calculations.
| Load Type | Description | Variability | Examples |
|---|---|---|---|
| Dead Load | Weight of the structure itself and permanently attached components | Constant (magnitude and position) | Walls, floors, roofs, finishes, fixed equipment |
| Live Load (Imposed Load) | Weight of movable objects and occupants | Variable (magnitude and/or position) | Furniture, people, stored goods, vehicles |
| Environmental Load | Loads caused by natural phenomena | Variable (magnitude and time) | Snow, wind, seismic (earthquake), rain |
Understanding different types of loads is crucial for ensuring the safety and stability of buildings and other structures. Engineers must calculate the effects of all relevant loads and design structural members to safely resist them.
Structural design codes, such as those from the American Society of Civil Engineers (ASCE) or Eurocodes, provide guidelines on how to estimate the magnitudes of dead loads, live loads, and environmental loads based on building type, location, and other factors.
While dead loads are generally the easiest to determine because they are based on known material densities and dimensions, calculating live and environmental loads often involves probabilistic methods due to their variable nature.
The sum of all expected loads determines the total load that a structure must support, and this total load is used in various load combinations during the design process to check the structure's strength and serviceability.
In the following table, the left column contains the names of standard graph algorithms and the right column contains the time complexities of the algorithms. Here, n and m are number of vertices and edges, respectively. Match each algorithm with its time complexity.
| List I | List II | ||
| Standard graph algorithms | Time complexities | ||
| A. | Bellman‐Ford algorithm | I. | O(m*log n) |
| B. | Kruskal’s algorithm | II. | O(n 3) |
| C. | Floyd‐Warshall algorithm | III. | O(n*m) |
| D. | Topological sorting | IV. | O(n + m) |
Choose the correct answer from the options given below :
How many cards must be selected from a standard deck of 52 cards to guarantee that at least three hearts are present among them?
Match List 1 with List 2 and choose the correct answer from the code given below:
List I (Graph Algorithm) | List II (Time Complexity) |
a) Dijkstra’s algorithm | i) Θ(E log E) |
b) Kruskal’s algorithm | ii) Θ(V 3) |
c) Floyd-Warshall algorithm | iii) Θ(V 2) |
d) Topological sorting | iv) Θ(V + E) |
Where V and E are the number of vertices and edges in graph respectively.
The solution of recurrence relation: T(n)=2T(sqrt(n)) + lg(n) is
Modulus of elasticity of concrete, E is calculated using: