ASTM F1554 Bolts Price - Din6914 Heavy Hex Structural Bolts – Dingshen Metalworks
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Din6914 Heavy Hex Structural Bolts Thread Size: M12-M36 with various length Grade: Bolt-10.9, Nut-10, Washer-295~350HV Finish: Black Oxide, Hot Dip Galvanized, Dacromet, and so on Packing: Bulk about 25 kgs each carton, 36 cartons each pallet Advantage: High Quality and Strict Quality Control, Competitive price,Timely delivery; Technical support, Supply Test Reports Please feel free to contact us for more details.
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ASTM F1554 Bolts Price - Din6914 Heavy Hex Structural Bolts – Dingshen Metalworks Detail:
Din6914 Heavy Hex Structural Bolts
Thread Size: M12-M36 with various length
Grade: Bolt-10.9, Nut-10, Washer-295~350HV
Finish: Black Oxide, Hot Dip Galvanized, Dacromet, and so on
Packing: Bulk about 25 kgs each carton, 36 cartons each pallet
Advantage: High Quality and Strict Quality Control, Competitive price,Timely delivery; Technical support, Supply Test Reports
Please feel free to contact us for more details.
Product detail pictures:
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Origin of life. Mathematician A.E.Zlobin deduced this mathematical expression, which seems in good agreement to V.I.Vernadsky’s ideas concerning origin of life. The most wonderful property of this mathematical expression is that the factor j=1.0079… simultaneously coincides to the value of atomic mass of hydrogen with high accuracy.
1.0079… – “irrational one number” (for the first time was suggested by A.E.Zlobin)
1.6180… – “golden ratio” or “extreme and mean ratio”
2.7182… – “Napier number”
3.1415… – “Ludolph number”
This expression may be used as system of measurements (metrics) for analysis of atoms. It seems very convenient, because all values during such analysis will be relative. Due to the metrics of atom of hydrogen the interaction between atoms may be presented as simple analogue of thinking. Pattern recognition algorithm here is possible which based on strongly mathematical laws.
More detailed information about Zlobin’s formula is in the paper – Tunguska similar impacts and origin of life, August 7, 2013, (arxiv.org/abs/1402.1408), Cornell University Library [ pdf ].
Also you can find there the description of deduction of the metrics with the help of Fibonacci row of numbers.
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