Tomb of Seti I The tomb of Seti I, also known as KV17, is located in the Valley of the Kings. The pharaoh Seti I died in 1279 BC. His tomb was discovered by the archaeologist and explorer Giovanni Belzoni in 1817. Coordinates 25.740031, 32.601998 Description Seti I had many buildings built, which included the Temple of Seti I in Abydos. The tomb KV17 consists of 17 chambers, corridors, and side rooms and is considered one of the largest. There is a well near the entrance of the tomb; the corridor descends into the tomb and is designed similarly to other tombs. Decorations are found throughout most of the tomb. The tomb and side chambers are on the level of the well, with a further corridor that ends in a room at a lower level. (The measurements used are given in official documents) Total area of tomb: 649.04 sq m / 2373 sq cubits Burial chamber width: 13.19 ft / 25.22 cubits Distance to burial chamber: 290 ft / 88.382 m / 169 cubits Distance to the end of the tomb: 570 ft / 173.74...
Khufu's Chamber
Although the ancient Egyptians used cubits, they also used whole units and feet, but a standardized unit of a cubit could be carried through to most builds.
With the King's Chamber in Khufu's pyramid, it shows that the room was built in cubits, but the measurements were made in metres.
The sarcophagus height connects with the shafts, and the passage connects with the width and the length with a ratio. It is also possible with standardization that the sarcophagus was cut from a standard size block, which may have been there or brought in.
Dimensions
10 wide (royal cubits)
20 long
10.2 high
The ratio of the room is 2:1, as 1 cubit is 0.523m, then 2 cubits is 1.046m, the volume would be 2042 cubits³ or 292m³
If the room is five blocks high, then each block is 1.07m high and not 1.046m (2 cubits) as might have been expected, a difference of 2 cms more per block.
Assuming height is 5.33m and it isn't inaccurately measured, then the number is probably 5.32m high (connected with measurements per year), with each 1.064m high, making the shafts 15.4cms high.
The volume of the chamber is 2042, and it has a connection with the sarcophagus height. The 9πφ is a π/φ ratio inside of a circle this might have a number of different meanings.
√2042=45.189
9πφ=45.749
45.189÷45.749=0.987
With this, any difference doesn't alter very much with the difference at about 0.987m.
The sarcophagus measures 0.987m high, 1.051m wide, and 2.276m long. It has a volume of 16.5 cubits³ or 2.36m³.
The number 10.46 (20 cubits) has appeared before and is connected to a straight line of y=mx+c, which can also give a gradient.
This number is derived from Nabta Playa, giving these numbers, adjusting for x,y.
(21,221), (2112,22112)
y = 10.46x + 1.14
m is the gradient of the line, and c is the y-intercept where the graph crosses the x-axis. 1.14 is a point on the x-axis with a slope of 10.46x.
It has been shown that 1.14m is the size of a cross section of some of the perimeter stones.
The volume of the sarcophagus is 16.5 cubits, but at 16 cubits, there is a connection with pi.
The connection between the cubit and π is 16 cubits÷5π.
(0.523×16)÷(3.142×5)=0.532
5π×(0.532)÷(0.523)=16
φ ratio, π and cubit connections for a φ circle
Area=(φ÷(2 cubits-(φ÷√2)))÷2=8.22
Area of two circles plus separation distance
2((φ÷(2 cubits-(φ÷√2)))÷2 + (3÷60)=16.5
Khufu's Pyramid
Measurements in cubits
Trial Passages a message in stone
Archeology77 ©
Although the ancient Egyptians used cubits, they also used whole units and feet, but a standardized unit of a cubit could be carried through to most builds.
With the King's Chamber in Khufu's pyramid, it shows that the room was built in cubits, but the measurements were made in metres.
The sarcophagus height connects with the shafts, and the passage connects with the width and the length with a ratio. It is also possible with standardization that the sarcophagus was cut from a standard size block, which may have been there or brought in.
Dimensions
10 wide (royal cubits)
20 long
10.2 high
The ratio of the room is 2:1, as 1 cubit is 0.523m, then 2 cubits is 1.046m, the volume would be 2042 cubits³ or 292m³
If the room is five blocks high, then each block is 1.07m high and not 1.046m (2 cubits) as might have been expected, a difference of 2 cms more per block.
Assuming height is 5.33m and it isn't inaccurately measured, then the number is probably 5.32m high (connected with measurements per year), with each 1.064m high, making the shafts 15.4cms high.
The volume of the chamber is 2042, and it has a connection with the sarcophagus height. The 9πφ is a π/φ ratio inside of a circle this might have a number of different meanings.
√2042=45.189
9πφ=45.749
45.189÷45.749=0.987
With this, any difference doesn't alter very much with the difference at about 0.987m.
The sarcophagus measures 0.987m high, 1.051m wide, and 2.276m long. It has a volume of 16.5 cubits³ or 2.36m³.
The number 10.46 (20 cubits) has appeared before and is connected to a straight line of y=mx+c, which can also give a gradient.
This number is derived from Nabta Playa, giving these numbers, adjusting for x,y.
(21,221), (2112,22112)
y = 10.46x + 1.14
m is the gradient of the line, and c is the y-intercept where the graph crosses the x-axis. 1.14 is a point on the x-axis with a slope of 10.46x.
It has been shown that 1.14m is the size of a cross section of some of the perimeter stones.
The volume of the sarcophagus is 16.5 cubits, but at 16 cubits, there is a connection with pi.
The connection between the cubit and π is 16 cubits÷5π.
(0.523×16)÷(3.142×5)=0.532
5π×(0.532)÷(0.523)=16
φ ratio, π and cubit connections for a φ circle
Area=(φ÷(2 cubits-(φ÷√2)))÷2=8.22
Area of two circles plus separation distance
2((φ÷(2 cubits-(φ÷√2)))÷2 + (3÷60)=16.5
Khufu's Pyramid
Measurements in cubits
Trial Passages a message in stone
Archeology77 ©
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