Which IS code provides recommended guidelines for concrete mix design?
IS 10262
In civil engineering, Indian Standard (IS) codes provide essential guidelines and specifications for various materials and construction practices. For concrete, there are several codes that cover different aspects, from materials and testing to design and construction. The question asks for the specific IS code that provides recommended guidelines for concrete mix design.
Let's look at the options provided:
Identifying the correct IS code is crucial for ensuring that the concrete mix proportions are designed to achieve the required strength, durability, and workability for a specific construction project.
The Indian Standard code that specifically deals with the recommended guidelines for concrete mix design is IS 10262. This code outlines the procedures and considerations for selecting appropriate mix proportions for normal and standard grade concrete, as well as providing guidance for high-strength concrete. It takes into account factors like the required strength, type of cement, aggregates, admixtures, and exposure conditions to determine the optimal ratio of materials.
Let's briefly consider what the other codes typically cover to understand why they are not related to concrete mix design:
Therefore, based on the scope of these IS codes, IS 10262 is the code relevant to concrete mix design.
Proper concrete mix design following IS 10262 guidelines ensures that the concrete produced is economical, practical to place and compact, and meets the performance requirements in its hardened state, such as strength and durability.
| IS Code | Subject Area | Relevance to Concrete Mix Design |
|---|---|---|
| IS 10262 | Concrete Mix Design Guidelines | Directly provides methods and recommendations for designing concrete mixes. |
| IS 456 | Plain and Reinforced Concrete - Code of Practice | Provides general requirements for concrete, including materials, strength, durability, and quality control, which are inputs for mix design. |
| IS 383 | Coarse and Fine Aggregates for Concrete | Specifies requirements for aggregates used in concrete, important for mix design. |
| IS 8112 | 43 Grade Ordinary Portland Cement | Specifies requirements for cement, a key material in concrete mix design. (Other codes exist for different cement types). |
Concrete mix design, as guided by IS 10262, is a process that involves selecting suitable ingredients of concrete and determining their relative quantities to produce concrete of the required strength, durability, and workability as economically as possible. The process typically involves several steps:
Admixtures may also be included in the design to modify the properties of fresh or hardened concrete, such as plasticizers for improved workability or superplasticizers for high-strength concrete.
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: