- #1
Iaretheegyptian
- 5
- 1
Hello,
I am working on a theory for a Great Pyramid power plant and I need some help understanding if my current hypothesis is even possible and how to calculate how much water will fill the upper structure. I believe the water system to work as follows: An aqueduct delivers a steady flow of water to the entrance of the Great Pyramid. That water travels down the descending passageway and reaches the subterranean chamber. Water fills this chamber, starting with the pit, until saturated. Water has no more room to go and begins to push back against the descending passageway. Because of the weight of the water rushing down the descending passageway, the water pushes up the well-shaft as it is the path of lesser resistance.
Now, I need to know if water would indeed push up the well-shaft, and I need to know how high up the well-shaft the water could go. Ideally, I am hoping to prove that this would fill the king's chamber with water(either mostly or fully). Its worth noting that I am assuming that the top of the well-shaft is blocked off, that the masonry blocking the grotto is not original, that the well-shaft was mostly full of porous material(the semi-compact sand and gravel of the grotto) and that the water is meant to flow through the porous material making up the grotto. I also believe this porous material leads to a semi-vertical/vertical shaft of porous material in the north eastern corner of the kings chamber. Further I believe that shaft also is connected to the queens chamber on the alcove side. I am hoping that this porous material will work as a salt retainer, facilitating the filling of the queens/kings chamber with ionized water then depositing the salt within the chamber when the system is shut down and allowed to empty.
So what I guess I'm looking for is as follows: a)If someone can confirm that water should indeed be pushed up the well-shaft
b)help understanding how to calculate the velocity of water, both down the descending passageway, and up the well-shaft
I'm including some dimensions here if it will help better determine the answer to whether or not my idea is feasible. The descending passageway travels at a 26 degree angle. It is ~1.1m wide, ~1.2m tall, and has a length of ~105m. I am not sure how much volume of water the subterranean chamber can hold, nor do I know the rate in which water will empty out of the pit in the subterranean chamber. I am also adding a diagram to illustrate the well-shaft position as well as the subterranean chamber. For scale, the distance from the well-shaft to the bottom of the descending passageway is 3.2m.
[Link redacted by the Mentors]
I am working on a theory for a Great Pyramid power plant and I need some help understanding if my current hypothesis is even possible and how to calculate how much water will fill the upper structure. I believe the water system to work as follows: An aqueduct delivers a steady flow of water to the entrance of the Great Pyramid. That water travels down the descending passageway and reaches the subterranean chamber. Water fills this chamber, starting with the pit, until saturated. Water has no more room to go and begins to push back against the descending passageway. Because of the weight of the water rushing down the descending passageway, the water pushes up the well-shaft as it is the path of lesser resistance.
Now, I need to know if water would indeed push up the well-shaft, and I need to know how high up the well-shaft the water could go. Ideally, I am hoping to prove that this would fill the king's chamber with water(either mostly or fully). Its worth noting that I am assuming that the top of the well-shaft is blocked off, that the masonry blocking the grotto is not original, that the well-shaft was mostly full of porous material(the semi-compact sand and gravel of the grotto) and that the water is meant to flow through the porous material making up the grotto. I also believe this porous material leads to a semi-vertical/vertical shaft of porous material in the north eastern corner of the kings chamber. Further I believe that shaft also is connected to the queens chamber on the alcove side. I am hoping that this porous material will work as a salt retainer, facilitating the filling of the queens/kings chamber with ionized water then depositing the salt within the chamber when the system is shut down and allowed to empty.
So what I guess I'm looking for is as follows: a)If someone can confirm that water should indeed be pushed up the well-shaft
b)help understanding how to calculate the velocity of water, both down the descending passageway, and up the well-shaft
I'm including some dimensions here if it will help better determine the answer to whether or not my idea is feasible. The descending passageway travels at a 26 degree angle. It is ~1.1m wide, ~1.2m tall, and has a length of ~105m. I am not sure how much volume of water the subterranean chamber can hold, nor do I know the rate in which water will empty out of the pit in the subterranean chamber. I am also adding a diagram to illustrate the well-shaft position as well as the subterranean chamber. For scale, the distance from the well-shaft to the bottom of the descending passageway is 3.2m.
[Link redacted by the Mentors]
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