Articles
Soil, Murrum & Backfilling in Construction Projects
![Soil, Murrum & Backfilling in Construction Projects]()
{"ops":[{"insert":"\nIn industrial construction, especially "},{"attributes":{"bold":true},"insert":"food factory design and infrastructure development"},{"insert":", understanding soil characteristics and backfilling techniques is vital. This article explores the properties of "},{"attributes":{"bold":true},"insert":"soil"},{"insert":", "},{"attributes":{"bold":true},"insert":"murrum"},{"insert":", and the methodology of "},{"attributes":{"bold":true},"insert":"backfilling"},{"insert":", with special focus on "},{"attributes":{"bold":true},"insert":"soil classification systems"},{"insert":" and "},{"attributes":{"bold":true},"insert":"compaction testing"},{"insert":" using the "},{"attributes":{"bold":true},"insert":"Core Cutter Method"},{"insert":"—a critical step in ensuring structural stability in "},{"attributes":{"bold":true},"insert":"food manufacturing plants"},{"insert":" and "},{"attributes":{"bold":true},"insert":"industrial facilities"},{"insert":".\n\n"},{"attributes":{"bold":true},"insert":"Understanding Soil and Murrum"},{"attributes":{"header":2},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"What is Soil?"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\nSoil is a "},{"attributes":{"bold":true},"insert":"complex mixture of minerals"},{"insert":", organic matter, rock particles, and microorganisms. It forms the upper layer of the Earth’s crust and plays a vital role in "},{"attributes":{"bold":true},"insert":"supporting foundation structures"},{"insert":" for buildings, especially in "},{"attributes":{"bold":true},"insert":"food factory construction projects"},{"insert":".\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"What is Murrum?"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\nDerived from Tamil, "},{"attributes":{"italic":true},"insert":"Murrum"},{"insert":" means "},{"attributes":{"bold":true},"insert":"powdered rock"},{"insert":". It is a granular type of soil, usually brown or red, commonly used for:\n\n"},{"attributes":{"bold":true},"insert":"Plinth filling"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Footing pit backfill"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Road and pavement base construction"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Trench backfilling"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\nIts "},{"attributes":{"bold":true},"insert":"non-organic"},{"insert":" composition and compact nature make it highly suitable for "},{"attributes":{"bold":true},"insert":"industrial project execution"},{"insert":" in food and beverage plants.\n\n"},{"attributes":{"bold":true},"insert":"Backfilling: Definition and Application"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Backfilling"},{"insert":" involves replacing or reusing the excavated material to support the structure’s substructure. It is a key element in:\n\n"},{"attributes":{"bold":true},"insert":"Foundation protection"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Sub-base stabilization for roads and pavements"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Utility trench filling"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\nTypical backfill materials include:\n\nSoil"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Sand"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Gravel"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Crushed stone"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n\n\n"},{"insert":{"image":"data:image/jpeg;base64,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"}},{"attributes":{"bold":true},"insert":" "},{"attributes":{"align":"center"},"insert":"\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n\n\n"},{"insert":"\t"},{"attributes":{"bold":true},"insert":"Soil Classification Systems for Engineering Applications"},{"attributes":{"header":2},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"1. Geological Classification"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\nSoils are categorized based on "},{"attributes":{"bold":true},"insert":"origin and formation process"},{"insert":":\n\n"},{"attributes":{"bold":true},"insert":"Inorganic soil"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Organic soil"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"2. Structural Classification"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\nBased on "},{"attributes":{"bold":true},"insert":"natural grain arrangements"},{"insert":":\n\nSingle-grained structure"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Honeycomb structure"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Flocculent structure"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"3. Classification by Grain Size"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\nUsed in "},{"attributes":{"bold":true},"insert":"civil and food industry projects"},{"insert":", this method includes:\n\nGravel"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Sand"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Silt"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Clay"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Popular grain-size classification systems"},{"insert":":\n\nU.S. PRA (Public Roads Administration)"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"International Congress (Washington, 1927)"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"MIT System"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"IS:1498-1970 (Indian Standard)"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"4. Unified Soil Classification System (USCS)"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\nDeveloped by "},{"attributes":{"bold":true},"insert":"A. Casagrande"},{"insert":", it is widely used in airfield and industrial foundation design, including "},{"attributes":{"bold":true},"insert":"food plant layouts"},{"insert":".\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"5. Preliminary Soil Type Classification"},{"attributes":{"header":3},"insert":"\n"},{"insert":"\nIdentifies common soil types relevant to "},{"attributes":{"bold":true},"insert":"construction consultants"},{"insert":":\n\nBoulders, Gravel, Sand, Silt, Clay"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Loam, Peat, Laterite, Murrum"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Black Cotton Soil, Topsoil, Varved Clay, etc."},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Soil Compaction Testing: Core Cutter Method"},{"attributes":{"header":2},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Soil compaction"},{"insert":" is critical for structural durability in "},{"attributes":{"bold":true},"insert":"food processing plants"},{"insert":". The "},{"attributes":{"bold":true},"insert":"Core Cutter Method"},{"insert":" is widely adopted to determine:"},{"attributes":{"align":"justify"},"insert":"\n\n\n\n"},{"insert":{"image":"data:image/jpeg;base64,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Dry Density"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Bulk Density"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Compaction Percentage"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Step-by-Step Parameters:"},{"attributes":{"header":3},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Volume of Core Cutter (Vc):"},{"attributes":{"align":"justify"},"insert":"\n\n"},{"attributes":{"bold":true},"insert":"Vc =π r² x h"},{"attributes":{"align":"justify"},"insert":"\n\n"},{"insert":"(or) "},{"attributes":{"bold":true},"insert":"Vc = πd²/4 x h"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Weight Measurements:"},{"attributes":{"header":4},"insert":"\n"},{"insert":"\nCore Cutter (Wc)"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Core Cutter + Soil (Ws)"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Soil Weight (Wa) = Ws - Wc"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\n \n"},{"attributes":{"bold":true},"insert":"2.2. Weight of Core Cutter + Weight of Soil (Ws)"},{"attributes":{"align":"justify"},"insert":"\n\n"},{"insert":"The weight of Core Cutter + weight of soil measures from Weighing balance machine and noted as Ws. And it is taken in grams."},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"bold":true},"insert":"2.3. Soil Weight (Wa)"},{"attributes":{"align":"justify"},"insert":"\n\n"},{"insert":"The weight of soil "},{"attributes":{"bold":true},"insert":"(Wa)"},{"insert":" derives from "},{"attributes":{"bold":true},"insert":"( Ws – Wc )"},{"attributes":{"align":"justify"},"insert":"\n\n"},{"insert":"(Wa) = ( Ws – Wc )"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"bold":true},"insert":"2.4. Bulk Density (Yb)"},{"attributes":{"align":"justify"},"insert":"\n\n"},{"insert":"Bulk Density derives from the formula,"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"(Yb)=(Ws-Wc / Vc)"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"where,"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Wc = weight of Core Cutter,"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Ws = weight of Core Cutter + weight of soil"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Vc = Volume of Core Cutter"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"bold":true},"insert":"2.5. Moisture Content / Water Content (W) %"},{"attributes":{"align":"justify"},"insert":"\n\n"},{"insert":"The Rapid Moisture Metre determines the moist soil's Moisture Content / Water Content. The formula determines the moisture/water content of wet soil."},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"W= (M/100-M) x 100"},{"attributes":{"align":"justify"},"insert":"\n\n"},{"insert":"The moisture/water content is taken in Percentage."},{"attributes":{"align":"justify"},"insert":"\n\n\n\n\n"},{"insert":{"image":"data:image/jpeg;base64,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"}},{"attributes":{"align":"center"},"insert":"\n\n\n\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"bold":true},"insert":"2.6. Dry Density (Yd)"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"(Yd)= (100 x Yb / 100 + w)"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Yb = Bulk Density,"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"W = Moisture Content / Water Content"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"bold":true},"insert":"2.7. Maximum Dry Density"},{"attributes":{"align":"justify"},"insert":"\n\n"},{"insert":"The maximum value of Dry Density is taken, and it is noted in grams."},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"bold":true},"insert":"2.8. Compaction Percentage"},{"attributes":{"align":"justify"},"insert":"\n\n"},{"insert":"Compaction Percentage calculates by dividing the dry density by maximum dry density."},{"attributes":{"align":"justify"},"insert":"\n\n"},{"insert":"Cp % = Dry Density / Maximum Dry Density"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"bold":true},"insert":"2.9. Table for Calculation of Soil Compaction using Core Cutter Method"},{"attributes":{"align":"justify"},"insert":"\n\n\n\n"},{"insert":{"image":"data:image/jpeg;base64,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"}},{"attributes":{"align":"center"},"insert":"\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n\n\n"},{"attributes":{"bold":true},"insert":"Applications in Food Industry Projects"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nIn the context of "},{"attributes":{"bold":true},"insert":"food factory design"},{"insert":", proper soil evaluation and backfilling are essential for:\n\nSupporting "},{"attributes":{"bold":true},"insert":"heavy food processing equipment"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Preventing foundation failure"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Ensuring hygiene compliance"},{"insert":" by avoiding soil settlement under cleanroom floors"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\nReferences:"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\n"},{"attributes":{"link":"https://safetyculture.com/topics/backfilling/"},"insert":"SafetyCulture: Backfilling Basics"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"link":"https://civilblog.org/2016/03/04/6-types-of-backfill-materials-used-in-construction/"},"insert":"CivilBlog: Backfill Materials"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\n"}]}
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