Thousand Plate World: Formation

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I have found this idea on a discussion on /r/worldbuilding. Anyway, the premise is as follows:



  • The planet is earth-like in terms of size and mass.

  • The planet has a very large amount of small, active, mobile tectonic plates (several hundred to several thousand).

My question here is:



  • How could a world such as this form?









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  • 3




    Planets form in basically the same way. You're asking for details about the geology of a fictional world which is beyond what current knowledge would have. So the question is either too broad or opinion based. Questions on WB SE need to be more focused than this.
    – StephenG
    4 hours ago














up vote
3
down vote

favorite












I have found this idea on a discussion on /r/worldbuilding. Anyway, the premise is as follows:



  • The planet is earth-like in terms of size and mass.

  • The planet has a very large amount of small, active, mobile tectonic plates (several hundred to several thousand).

My question here is:



  • How could a world such as this form?









share|improve this question

















  • 3




    Planets form in basically the same way. You're asking for details about the geology of a fictional world which is beyond what current knowledge would have. So the question is either too broad or opinion based. Questions on WB SE need to be more focused than this.
    – StephenG
    4 hours ago












up vote
3
down vote

favorite









up vote
3
down vote

favorite











I have found this idea on a discussion on /r/worldbuilding. Anyway, the premise is as follows:



  • The planet is earth-like in terms of size and mass.

  • The planet has a very large amount of small, active, mobile tectonic plates (several hundred to several thousand).

My question here is:



  • How could a world such as this form?









share|improve this question













I have found this idea on a discussion on /r/worldbuilding. Anyway, the premise is as follows:



  • The planet is earth-like in terms of size and mass.

  • The planet has a very large amount of small, active, mobile tectonic plates (several hundred to several thousand).

My question here is:



  • How could a world such as this form?






planets geology tectonics






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asked 4 hours ago









MedwedianPresident

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2,25521635







  • 3




    Planets form in basically the same way. You're asking for details about the geology of a fictional world which is beyond what current knowledge would have. So the question is either too broad or opinion based. Questions on WB SE need to be more focused than this.
    – StephenG
    4 hours ago












  • 3




    Planets form in basically the same way. You're asking for details about the geology of a fictional world which is beyond what current knowledge would have. So the question is either too broad or opinion based. Questions on WB SE need to be more focused than this.
    – StephenG
    4 hours ago







3




3




Planets form in basically the same way. You're asking for details about the geology of a fictional world which is beyond what current knowledge would have. So the question is either too broad or opinion based. Questions on WB SE need to be more focused than this.
– StephenG
4 hours ago




Planets form in basically the same way. You're asking for details about the geology of a fictional world which is beyond what current knowledge would have. So the question is either too broad or opinion based. Questions on WB SE need to be more focused than this.
– StephenG
4 hours ago










2 Answers
2






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5
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As a geologist I found this an interesting question so I started theorizing on it.



Plate tectonics is a complex system with multiple variables affecting the system, but in order to have many plates you essentially need a weaker crust than the earth's. This is so that the plates break earlier and into more segments.



Linked article describes a 3D modeling exercise on this topic.



In order to have a weaker crust consider something like this:



- Different composition



The composition of your planet is different form the earth's, meaning different dominant rock types in the oceanic/continental crust making it weaker.



- Faster convection*



Mantle convection in your planet is quicker; oceanic crust has less time to cool, keeping it thinner and more weak.



This could be caused by more internal heat being generated from i.e. tidal forces from several moons, or a large moon at close distance. Or lots of radioactive elements in you planet's mantle.



Faster convection would also allow for some interesting water chemistry scenario's; it is generally assumed that the ubiquitous carbonate deposits from the late cretaceous era are partly due to more calcium entering the oceans from very active (compared to present day) mid-ocean ridges.



*note that the relative influence (and nature) of mantle convection versus other mechanics driving plate tectonics is still under debate, but it consider it a starting point.






share|improve this answer










New contributor




JMH is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
Check out our Code of Conduct.
























    up vote
    1
    down vote













    Let's do a 0th order approximation: the size of a tectonic plate depends on the size of the underlying convective cell (image source).



    convective cell



    If we look at the distribution of flow velocities across the cell, we see that the velocity is higher at the borders and practically null at the center. This is due to the shear stress between the upward and downward flow.



    One can easily imagine that if the cell is too compact, the convection motion will be hampered by the friction, and thus won't happen.



    To understand which of the two phenomena prevails, one can refer to the ratio between the Reynolds number




    Reynolds number is the ratio of inertial forces to viscous forces within a fluid which is subjected to relative internal movement due to different fluid velocities, which is known as a boundary layer. $Re = $$ rho cdot u cdot L over mu$




    and Nusselt number,




    Nusselt number (Nu) is the ratio of convective to conductive heat transfer across the boundary layer. $Nu =$$h cdot L over K$




    $Reover Nu$$=$$rho cdot u cdot K over h cdot mu$.



    Where:




    • $rho$ is the density of the fluid


    • $u$ is the velocity of the fluid


    • $K$ is the thermal conductivity of the fluid


    • $mu$ is the dynamic viscosity of the fluid


    • $h$ is the convective heat transfer coefficient of the flow

    If the ratio is bigger than 1, it means the viscous forces are not strong enough to stop the flow, while on the other case, when the ratio is lower than 1, it means that the viscous forces stop the flow and heat transfer happens mostly by conduction.



    To have convective cells one need to be in the first case, so, once the material is chosen, this practically set a limit on how small the cell can be.



    The parameters affecting the phenomena are listed above, and again all depend on the material. Therefore it might be possible that, with the right materials, convective cells can be small enough that they can be counted in the order of thousands.



    However, since you specify that




    The planet is earth-like in terms of size and mass




    I am afraid there are no knobs to turn, and for such a planet the size of the plates is bound to be similar to what we have on Earth, where one of the smallest one is the Juan de Fuca Plate




    One of the smallest of Earth's tectonic plates, the Juan de Fuca Plate is a remnant part of the once-vast Farallon Plate, which is now largely subducted underneath the North American Plate. Approximate area 250,000 $km^2$







    share|improve this answer




















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      2 Answers
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      2 Answers
      2






      active

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      active

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      up vote
      5
      down vote













      As a geologist I found this an interesting question so I started theorizing on it.



      Plate tectonics is a complex system with multiple variables affecting the system, but in order to have many plates you essentially need a weaker crust than the earth's. This is so that the plates break earlier and into more segments.



      Linked article describes a 3D modeling exercise on this topic.



      In order to have a weaker crust consider something like this:



      - Different composition



      The composition of your planet is different form the earth's, meaning different dominant rock types in the oceanic/continental crust making it weaker.



      - Faster convection*



      Mantle convection in your planet is quicker; oceanic crust has less time to cool, keeping it thinner and more weak.



      This could be caused by more internal heat being generated from i.e. tidal forces from several moons, or a large moon at close distance. Or lots of radioactive elements in you planet's mantle.



      Faster convection would also allow for some interesting water chemistry scenario's; it is generally assumed that the ubiquitous carbonate deposits from the late cretaceous era are partly due to more calcium entering the oceans from very active (compared to present day) mid-ocean ridges.



      *note that the relative influence (and nature) of mantle convection versus other mechanics driving plate tectonics is still under debate, but it consider it a starting point.






      share|improve this answer










      New contributor




      JMH is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
      Check out our Code of Conduct.





















        up vote
        5
        down vote













        As a geologist I found this an interesting question so I started theorizing on it.



        Plate tectonics is a complex system with multiple variables affecting the system, but in order to have many plates you essentially need a weaker crust than the earth's. This is so that the plates break earlier and into more segments.



        Linked article describes a 3D modeling exercise on this topic.



        In order to have a weaker crust consider something like this:



        - Different composition



        The composition of your planet is different form the earth's, meaning different dominant rock types in the oceanic/continental crust making it weaker.



        - Faster convection*



        Mantle convection in your planet is quicker; oceanic crust has less time to cool, keeping it thinner and more weak.



        This could be caused by more internal heat being generated from i.e. tidal forces from several moons, or a large moon at close distance. Or lots of radioactive elements in you planet's mantle.



        Faster convection would also allow for some interesting water chemistry scenario's; it is generally assumed that the ubiquitous carbonate deposits from the late cretaceous era are partly due to more calcium entering the oceans from very active (compared to present day) mid-ocean ridges.



        *note that the relative influence (and nature) of mantle convection versus other mechanics driving plate tectonics is still under debate, but it consider it a starting point.






        share|improve this answer










        New contributor




        JMH is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
        Check out our Code of Conduct.



















          up vote
          5
          down vote










          up vote
          5
          down vote









          As a geologist I found this an interesting question so I started theorizing on it.



          Plate tectonics is a complex system with multiple variables affecting the system, but in order to have many plates you essentially need a weaker crust than the earth's. This is so that the plates break earlier and into more segments.



          Linked article describes a 3D modeling exercise on this topic.



          In order to have a weaker crust consider something like this:



          - Different composition



          The composition of your planet is different form the earth's, meaning different dominant rock types in the oceanic/continental crust making it weaker.



          - Faster convection*



          Mantle convection in your planet is quicker; oceanic crust has less time to cool, keeping it thinner and more weak.



          This could be caused by more internal heat being generated from i.e. tidal forces from several moons, or a large moon at close distance. Or lots of radioactive elements in you planet's mantle.



          Faster convection would also allow for some interesting water chemistry scenario's; it is generally assumed that the ubiquitous carbonate deposits from the late cretaceous era are partly due to more calcium entering the oceans from very active (compared to present day) mid-ocean ridges.



          *note that the relative influence (and nature) of mantle convection versus other mechanics driving plate tectonics is still under debate, but it consider it a starting point.






          share|improve this answer










          New contributor




          JMH is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
          Check out our Code of Conduct.









          As a geologist I found this an interesting question so I started theorizing on it.



          Plate tectonics is a complex system with multiple variables affecting the system, but in order to have many plates you essentially need a weaker crust than the earth's. This is so that the plates break earlier and into more segments.



          Linked article describes a 3D modeling exercise on this topic.



          In order to have a weaker crust consider something like this:



          - Different composition



          The composition of your planet is different form the earth's, meaning different dominant rock types in the oceanic/continental crust making it weaker.



          - Faster convection*



          Mantle convection in your planet is quicker; oceanic crust has less time to cool, keeping it thinner and more weak.



          This could be caused by more internal heat being generated from i.e. tidal forces from several moons, or a large moon at close distance. Or lots of radioactive elements in you planet's mantle.



          Faster convection would also allow for some interesting water chemistry scenario's; it is generally assumed that the ubiquitous carbonate deposits from the late cretaceous era are partly due to more calcium entering the oceans from very active (compared to present day) mid-ocean ridges.



          *note that the relative influence (and nature) of mantle convection versus other mechanics driving plate tectonics is still under debate, but it consider it a starting point.







          share|improve this answer










          New contributor




          JMH is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
          Check out our Code of Conduct.









          share|improve this answer



          share|improve this answer








          edited 2 hours ago









          Tyler S. Loeper

          2,8391420




          2,8391420






          New contributor




          JMH is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
          Check out our Code of Conduct.









          answered 2 hours ago









          JMH

          511




          511




          New contributor




          JMH is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
          Check out our Code of Conduct.





          New contributor





          JMH is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
          Check out our Code of Conduct.






          JMH is a new contributor to this site. Take care in asking for clarification, commenting, and answering.
          Check out our Code of Conduct.




















              up vote
              1
              down vote













              Let's do a 0th order approximation: the size of a tectonic plate depends on the size of the underlying convective cell (image source).



              convective cell



              If we look at the distribution of flow velocities across the cell, we see that the velocity is higher at the borders and practically null at the center. This is due to the shear stress between the upward and downward flow.



              One can easily imagine that if the cell is too compact, the convection motion will be hampered by the friction, and thus won't happen.



              To understand which of the two phenomena prevails, one can refer to the ratio between the Reynolds number




              Reynolds number is the ratio of inertial forces to viscous forces within a fluid which is subjected to relative internal movement due to different fluid velocities, which is known as a boundary layer. $Re = $$ rho cdot u cdot L over mu$




              and Nusselt number,




              Nusselt number (Nu) is the ratio of convective to conductive heat transfer across the boundary layer. $Nu =$$h cdot L over K$




              $Reover Nu$$=$$rho cdot u cdot K over h cdot mu$.



              Where:




              • $rho$ is the density of the fluid


              • $u$ is the velocity of the fluid


              • $K$ is the thermal conductivity of the fluid


              • $mu$ is the dynamic viscosity of the fluid


              • $h$ is the convective heat transfer coefficient of the flow

              If the ratio is bigger than 1, it means the viscous forces are not strong enough to stop the flow, while on the other case, when the ratio is lower than 1, it means that the viscous forces stop the flow and heat transfer happens mostly by conduction.



              To have convective cells one need to be in the first case, so, once the material is chosen, this practically set a limit on how small the cell can be.



              The parameters affecting the phenomena are listed above, and again all depend on the material. Therefore it might be possible that, with the right materials, convective cells can be small enough that they can be counted in the order of thousands.



              However, since you specify that




              The planet is earth-like in terms of size and mass




              I am afraid there are no knobs to turn, and for such a planet the size of the plates is bound to be similar to what we have on Earth, where one of the smallest one is the Juan de Fuca Plate




              One of the smallest of Earth's tectonic plates, the Juan de Fuca Plate is a remnant part of the once-vast Farallon Plate, which is now largely subducted underneath the North American Plate. Approximate area 250,000 $km^2$







              share|improve this answer
























                up vote
                1
                down vote













                Let's do a 0th order approximation: the size of a tectonic plate depends on the size of the underlying convective cell (image source).



                convective cell



                If we look at the distribution of flow velocities across the cell, we see that the velocity is higher at the borders and practically null at the center. This is due to the shear stress between the upward and downward flow.



                One can easily imagine that if the cell is too compact, the convection motion will be hampered by the friction, and thus won't happen.



                To understand which of the two phenomena prevails, one can refer to the ratio between the Reynolds number




                Reynolds number is the ratio of inertial forces to viscous forces within a fluid which is subjected to relative internal movement due to different fluid velocities, which is known as a boundary layer. $Re = $$ rho cdot u cdot L over mu$




                and Nusselt number,




                Nusselt number (Nu) is the ratio of convective to conductive heat transfer across the boundary layer. $Nu =$$h cdot L over K$




                $Reover Nu$$=$$rho cdot u cdot K over h cdot mu$.



                Where:




                • $rho$ is the density of the fluid


                • $u$ is the velocity of the fluid


                • $K$ is the thermal conductivity of the fluid


                • $mu$ is the dynamic viscosity of the fluid


                • $h$ is the convective heat transfer coefficient of the flow

                If the ratio is bigger than 1, it means the viscous forces are not strong enough to stop the flow, while on the other case, when the ratio is lower than 1, it means that the viscous forces stop the flow and heat transfer happens mostly by conduction.



                To have convective cells one need to be in the first case, so, once the material is chosen, this practically set a limit on how small the cell can be.



                The parameters affecting the phenomena are listed above, and again all depend on the material. Therefore it might be possible that, with the right materials, convective cells can be small enough that they can be counted in the order of thousands.



                However, since you specify that




                The planet is earth-like in terms of size and mass




                I am afraid there are no knobs to turn, and for such a planet the size of the plates is bound to be similar to what we have on Earth, where one of the smallest one is the Juan de Fuca Plate




                One of the smallest of Earth's tectonic plates, the Juan de Fuca Plate is a remnant part of the once-vast Farallon Plate, which is now largely subducted underneath the North American Plate. Approximate area 250,000 $km^2$







                share|improve this answer






















                  up vote
                  1
                  down vote










                  up vote
                  1
                  down vote









                  Let's do a 0th order approximation: the size of a tectonic plate depends on the size of the underlying convective cell (image source).



                  convective cell



                  If we look at the distribution of flow velocities across the cell, we see that the velocity is higher at the borders and practically null at the center. This is due to the shear stress between the upward and downward flow.



                  One can easily imagine that if the cell is too compact, the convection motion will be hampered by the friction, and thus won't happen.



                  To understand which of the two phenomena prevails, one can refer to the ratio between the Reynolds number




                  Reynolds number is the ratio of inertial forces to viscous forces within a fluid which is subjected to relative internal movement due to different fluid velocities, which is known as a boundary layer. $Re = $$ rho cdot u cdot L over mu$




                  and Nusselt number,




                  Nusselt number (Nu) is the ratio of convective to conductive heat transfer across the boundary layer. $Nu =$$h cdot L over K$




                  $Reover Nu$$=$$rho cdot u cdot K over h cdot mu$.



                  Where:




                  • $rho$ is the density of the fluid


                  • $u$ is the velocity of the fluid


                  • $K$ is the thermal conductivity of the fluid


                  • $mu$ is the dynamic viscosity of the fluid


                  • $h$ is the convective heat transfer coefficient of the flow

                  If the ratio is bigger than 1, it means the viscous forces are not strong enough to stop the flow, while on the other case, when the ratio is lower than 1, it means that the viscous forces stop the flow and heat transfer happens mostly by conduction.



                  To have convective cells one need to be in the first case, so, once the material is chosen, this practically set a limit on how small the cell can be.



                  The parameters affecting the phenomena are listed above, and again all depend on the material. Therefore it might be possible that, with the right materials, convective cells can be small enough that they can be counted in the order of thousands.



                  However, since you specify that




                  The planet is earth-like in terms of size and mass




                  I am afraid there are no knobs to turn, and for such a planet the size of the plates is bound to be similar to what we have on Earth, where one of the smallest one is the Juan de Fuca Plate




                  One of the smallest of Earth's tectonic plates, the Juan de Fuca Plate is a remnant part of the once-vast Farallon Plate, which is now largely subducted underneath the North American Plate. Approximate area 250,000 $km^2$







                  share|improve this answer












                  Let's do a 0th order approximation: the size of a tectonic plate depends on the size of the underlying convective cell (image source).



                  convective cell



                  If we look at the distribution of flow velocities across the cell, we see that the velocity is higher at the borders and practically null at the center. This is due to the shear stress between the upward and downward flow.



                  One can easily imagine that if the cell is too compact, the convection motion will be hampered by the friction, and thus won't happen.



                  To understand which of the two phenomena prevails, one can refer to the ratio between the Reynolds number




                  Reynolds number is the ratio of inertial forces to viscous forces within a fluid which is subjected to relative internal movement due to different fluid velocities, which is known as a boundary layer. $Re = $$ rho cdot u cdot L over mu$




                  and Nusselt number,




                  Nusselt number (Nu) is the ratio of convective to conductive heat transfer across the boundary layer. $Nu =$$h cdot L over K$




                  $Reover Nu$$=$$rho cdot u cdot K over h cdot mu$.



                  Where:




                  • $rho$ is the density of the fluid


                  • $u$ is the velocity of the fluid


                  • $K$ is the thermal conductivity of the fluid


                  • $mu$ is the dynamic viscosity of the fluid


                  • $h$ is the convective heat transfer coefficient of the flow

                  If the ratio is bigger than 1, it means the viscous forces are not strong enough to stop the flow, while on the other case, when the ratio is lower than 1, it means that the viscous forces stop the flow and heat transfer happens mostly by conduction.



                  To have convective cells one need to be in the first case, so, once the material is chosen, this practically set a limit on how small the cell can be.



                  The parameters affecting the phenomena are listed above, and again all depend on the material. Therefore it might be possible that, with the right materials, convective cells can be small enough that they can be counted in the order of thousands.



                  However, since you specify that




                  The planet is earth-like in terms of size and mass




                  I am afraid there are no knobs to turn, and for such a planet the size of the plates is bound to be similar to what we have on Earth, where one of the smallest one is the Juan de Fuca Plate




                  One of the smallest of Earth's tectonic plates, the Juan de Fuca Plate is a remnant part of the once-vast Farallon Plate, which is now largely subducted underneath the North American Plate. Approximate area 250,000 $km^2$








                  share|improve this answer












                  share|improve this answer



                  share|improve this answer










                  answered 46 mins ago









                  L.Dutch♦

                  66.3k20159312




                  66.3k20159312



























                       

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