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Weathering of Rocks

Weathering of rocks are Geological process of disintegration and decomposition of rocks by means of physical, chemical and biological agencies.

Weathering of rocks are Geological process of disintegration and decomposition of rocks by means of physical, chemical and biological agencies. 

Weathering of Rocks

Types of weathering -

Weathering can be classified in 3 groups on the basis of factors responsible for weathering -- 

1. Physical/mechanical weathering (disintegration)

2.Chemical weathering (decomposition)

3.Biological weathering (disintegration and decomposition)

 

        1.   Physical weathering -

Physical weathering is a mechanical process causing disintegration of consolidated rocks in to smaller pieces without any chemical changes.


    Physical condition of rocks -

    • Permeability of rocks determines the rate of weathering
    • Coarse textured sand stone > fine textured basalt
    • Fine textured volcanic ash > coarse textured gravel.

     

      Temperature -

      • Change in day and night temperature.
      • Different co-efficient expansion and contraction :- quartz > feldspar
      • Dark colored rocks (Biotite) are more weatherable than the white colored (Muscovite) rocks.
      • Exfoliation is peel of of surface layer of rock due to temperature differences in upper and lower layer of rocks.

       Weathering by Temperature


        Water -

        • water has more pronounced and widespread effect on weathering of rocks.
        • Act as disintegration, transportation and deposition of sand, gravel and stones determines by the speed of water.
        • speed, weathering.
        • In cold region Deposited water freeze in the cracks of rocks. Expand in size when water freezes inside the the cracks and cause weathering.

         Weathering by Water


        Wind -

        • Wind has both erosive and transporting effect on sand, silt and clay.

         Weathering by Wind


        Atmospheric electric phenomena -

        • Lightening break rocks or widened the cracks.

         Weathering by Electrical Phenomenon

        It  causes only disintegration of rocks.


            2.    Chemical weathering -

        • Transform the original mineral to form some new compounds.
        • Carry out at surface of rocks.
        • Pronounced in humid tropical regions.
        • Less in arid region due to absence of water.
        • Water is most important factor for  chemical weathering of rocks.


         Solution -

        • When something dissolve in the water or acid called solution
        • Solubility action ↑ when increase in CO2, organic and inorganic acid or salts dissolved in water.
        • Many rocks when come in contact with water makes solution and disintegrate.

         

        NaCl (Salt in rocks) + H2O ---- NaOH + HCl

        CO2 (Decomposition of OM) + H2O ---- H2CO3

        CaCO3 less soft + H2CO3 ---- Ca(HCO3)2 more soft


        Hydration -

        • Chemical addition of water in any substances called hydration.
        •  Minerals absorbs water and expands in volume.
        • Water work as mineral swelling, loosening and softening.
        • Major weathering process in secondary minerals

         

        Fe2O3 (Haematite) + H2O ---- Fe2O3.H2O (Limonite)

        Al2O3 (Bauxite) +H2O ----Al2O3.H2O (Gibbsite)

        CaSO4 (Anhydrite) + 2H2O ---- CaSO4.2H2O (Gypsum)

         

        Hydrolysis -

        • Hydrolysis is breakdown of water into H+ and OH-
        • It results into complete disintegration of minerals.
        • Major process of primary minerals.

         

        KAlSi3O8 (Orthoclase) + H OH ---- HAlSi3O8 (Acid silicate clay) + KOH

        2HAlSi3O8 + 14HOH ---- Al2O3.3H2O + 6H4SiO4 (Silicic Acid)

         

                                                                                        Oxidation -

        • It occurs in excess oxygen condition at upper surface.
        • Addition of oxygen and loss of electron
        • Moisture adds in oxidation process
        • Creates imbalance in iron containing minerals i.e. pyroxenes, amphiboles and biotite.

         

        3FeO + 3O2 ---- 3Fe2O3

        Fe2+ (size ↓) ---- Fe3+ (electrical charge ↑)+ e-

         

        Reduction -

        • Usually occurs in water logged or stagnant water condition.
        • Loss of oxygen or addition of electron.

         

        3Fe2O3----3FeO + 3O2

        Fe3+ + (↓) e- ---- Fe2+ (↑) e-


        Carbonation -

        • Combination of CO2 with any base.
        • Involve in feldspar and carbonate minerals or rocks.

         

        2KOH + CO2 ---- K2CO3 + H2O

        K2CO3 + H2O + CO2 ---- 2KHCO3

        It may be concluded that chemical weathering involves destruction of rocks and minerals in to simple new compounds.


                3.    Biological weathering -

        • Responsible for both disintegration and decomposition unlike chemical and physical weathering.

         

        Fauna -

        • Human creates infrastructure like build road and dams
        • Insects make holes to rock
        • Termite build termateria
        • Earthworm snacks

         Weathering by Fauna


        Flora -

        • Plant roots penetrate into rocks.
        • Form channel.
        • Produce acid by roots.
        Weathering by Flora

         Physical, chemical and biological weathering occurs simultaneously in nature.


        Process of Weathering of Rocks

        UPSC Agriculture Optional Previous Year Questions

        Name the important minerals found in different rocks. Describe chemical weathering of soil. 2012

        Lecture of rocks and their weathering


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        KnoSci: Weathering of Rocks
        Weathering of Rocks
        Weathering of rocks are Geological process of disintegration and decomposition of rocks by means of physical, chemical and biological agencies.
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        https://knosciworld.blogspot.com/2020/06/weathering-of-rocks.html
        https://knosciworld.blogspot.com/
        https://knosciworld.blogspot.com/
        https://knosciworld.blogspot.com/2020/06/weathering-of-rocks.html
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