Hot Galvanized Hopper Silo Grain Silos Over 3000 Units Silo Under Well Use

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1 set
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100 set/month

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Product Description:

Hot Galvanized Hopper Silo Grain Silos


Features of Spiral Steel Silo:
1. High strength: The spiral steel silo wall is reinforced by vertical stiffener and occluded by screw beam. It has great strength and good resistance to wind, earthquake and snow.

2. Good sealing function: Crimping and seaming of five-layer spiral steel plates ensures airproof, so our spiral steel silo can be used to store construction materials such as cement, gypsum, fly ash and slag, as well as liquids.

3. Small area occupancy: The smallest distance between spiral steel silos amounts to 600mm.

4. Short construction cycle: High-level automatic construction at site, Need only 5-6 days for a 1,000 tons spiral steel silo.

5. Long working life: 25-30 years, achieved by best combination of plates of different thickness for spiral steel silo body.

6. Nice appearance: The roof is subulate and is not easy to accumulate dust or water. The bin is shining and observable with silvery lines.


Manufacturer Capacity Processing

Apart our strong silo system design acapacity and unique grain safe storage technology, SRON has strong manufacturing capacity. Our factory covers 30,000 square meters of modern production workshops. We have the imported production line for bolt steel plates, standard ARC welding line, silo industry top scale lathe processing workshop.  


Service:

  • Any of Your Problem is the Top Urgency.

  • WE SHALL BE RESPONSIBLE FOREVER FOR ANY SILO WE CONSTRUCT. AND FOREVER TECHNOLOGY SUPPORT FOR YOUR GRAIN SAFE STORAGE.

  • Your Correspondence Must Issue Communication/Solution for Your Request within 24 Hours Due to International Time Difference, We Beg Your Pardon if Our Correspondence Fail to Respond Timely and Please Do Complain to Help Our Improvement.  

Picture:

Hot Galvanized Hopper Silo Grain Silos Over 3000 Units Silo Under Well Use

Hot Galvanized Hopper Silo Grain Silos Over 3000 Units Silo Under Well Use

Hot Galvanized Hopper Silo Grain Silos Over 3000 Units Silo Under Well Use


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Q:what is the reason behind painting a flag on a silo?
It is a very old tradition. Originally it was done by homesteaders to claim the territory they occupied as part of the USA. Now it is a form of patriotism.
Q:What did an ancient grain warehouse look like in the fertile crescent time period?
They had mud floors and stone brick walls. There is more written description available thru google search than there are pictures- google mesopotamian granary
Q:How to demolish a silo?
You need to understand both the explosive and the structure involved. The fact that you talk about pipe bombs' demonstrates that you haven't a clue about how demolition explosives are supposed to work. Play around with setting them off remotely in a hole if you must, but don't try to work with them in the real world.
Q:my friend says to name my pup......?
Serious okorder.com/
Q:what would it cost to demo and dispose of concrete foundations ?
A small fortune for sure . 40 thousand would be a conservative guess . Why not knock the foundation into its own hole and bury it . Same with rest , dig a hole beside slab , cut it up and bury it .May cost 15 - 20 thousand . Good luck !~
Q:Could you please tell me what the following figurative expression means?
It's kind of poetic, and definitely rural (probably American - corn means one thing in the UK and another in the US). '...at the bottom of a river' is not to be taken literally: they are at a lower point on that river where the water often flows more slowly. 'River bottom' by itself is a meaningful term, a flatter place, and doesn't mean in the water or below it, either! 'Chewing lost corn with the catfish' is kind of funny, too: They (as humans?) may or may not be 'chewing it', but if they're trying to use the corn as bait to catch the catfish, the catfish aren't having any of their effort. So, it's more or less, a lost effort for the humans in catching anything, and the fish aren't doing anything to cooperate. A little overstated, maybe, but that's what I get out of it...
Q:Are Nuclear Weapons bad or good (opinion question)?
I believe nuclear weapons are a deterrent to a major world war, although they do not discourage countries from conventional warfare. Actual use of nuclear weapons would be suicidal, a no win situation, though If I recall reading correctly, China, with its' vast population expects to survive victoriously. China is the real threat to the world. Beware the sleeping dragon! Please support world war 3, and buy made in China.
Q:Solid Geometry / Solid Mensuration?
There's no diagram provided, but it seems the storage capacity of the silo is equal to the volume of the lower cylinder, plus the volume of the frustum. (Since the upper cylinder is part of the cupola, we won't count it as part of the silo's storage capacity.) Let C = the volume of the lower cylinder, and Let F = the volume of the frustum. Now, C = πr^2 h We're given that r = 12, and h = 21. So, C = π(12^2)(21) = 3,024π ft^3 The frustum is like a cone with its top part sliced off. The base-radius of the cone is 12 ft. The top part, sliced off, is a similar, smaller cone with base-radius 6 ft. If we let y = the height of the sliced-off cone, and consider the triangular cross-section of both cones, then, by similar triangles, (y + 6) / 12 = y / 6 => 2y = y + 6 => y = 6 So, the height of the larger cone is 6 + y = 12, and the height of the sliced-off cone is y = 6. (Recall again we're given that the base-radius of the larger cone is 12, and the base radius of the sliced-off cone is 6.) Then, the volume of the frustum is the volume of the larger cone, minus the volume of the sliced-off cone: F = (1/3)π(12^2)(12) - (1/3)π(6^2)(6) = 504π ft^3 Our total volume V is: V = C + F = 3,024π + 504π = 3,528π ft^3
Q:I need a BAND NAME asap. please help?
Hoursin. The Landlords. Clearview. Kendall's Labyrinth.
Q:Optimisation question? maths question?
Let: V - grain volume a - cost to build 1 sq.m of cylindrical part Volume of cylindrical part is: pi*r^2*h = V So h = V / (pi*r^2) Total cost to build the silo is: Cost = pi*r^2*a (bottom of the silo) + 2*pi*r*h*a + 2*pi*r^2*2a (semi-spherical part cost twice) = = a*(5*pi*r^2 + 2*pi*r*h) = = a*(5*pi*r^2 + 2*pi*r*V / (pi*r^2)) = = a*(5*pi*r^2 + 2*V/r) You need to find minimum of the function dCost/dr = a*(10*pi*r - 2*V / r^2) = 0 r = (V/(5*pi)) ^ (1/3) = ... h = V / (pi*r^2) = ...

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