• Silo Spiral Silo Grain Silo Storage System System 1
  • Silo Spiral Silo Grain Silo Storage System System 2
Silo Spiral Silo Grain Silo Storage System

Silo Spiral Silo Grain Silo Storage System

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Loading Port:
Dalian
Payment Terms:
TT OR LC
Min Order Qty:
1 set
Supply Capability:
100 set/month

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grain storage steel bins from 5000ton-15000tons

 

Quick Information

 Silo Spiral Silo Grain Silo Storage System 
1. over 20 years life 
2. 275g/m2 gal. steel 
3. 2.0-4.0mm silo wall

Lipp Silo Spiral Silo Grain Silo Storage System

 

                                               Silos Elevation

 

 

Lipp Silo Spiral Silo Grain Silo Storage System

 

                                                                         

Silos Layout

 

 

Applicable Fields:

Grain, rice, corn, soy bean, rape seed, wheat, etc.

 

Specification:

Diameter: 3.5 - 27 m

Height:  5 - 23 m

Thickness: 2.0 - 4.0 mm

Capacity: 100 - 7000 ton per silo

Material: galvanized steel

(Galvanized rate ≥ 275g/m2)

 

FAQ


Item

Specification

Roof System

Roof Sheet

δ1.0mm,   galvanized steel sheet

Lipp Silo Spiral Silo Grain Silo Storage System

Purline

Section steel

Roof platform

Ø1.5-3.0m, Checkered steel plate

Upper tension ring

Ø1.5-3.0m, Carbon steel plate

Bottom tension ring

Ø3.0-38m, Carbon steel plate

Loading hole

δ4.0mm,    Carbon steel plate

Man hole

δ6.0mm,    Carbon steel plate

Vent hole

δ4.0mm,    Carbon steel plate

Guard rail

Ø3.0-38m, 1”(metric),   steel tube

 

Silo Body



Lipp Silo Spiral Silo Grain Silo Storage System

Silo Wall

Galvanized steel

Gal. rate >= 275g/m2

  δ2.0 -  δ4.0mm


















 

Inner Reinforcement



Lipp Silo Spiral Silo Grain Silo Storage System

Reinforcement ribs

Steel section

 12pcs/silo - 84pcs/silo


[6.3, [8.0, [10, [12, [14, [16, [18, [20, 

   [22






 

Steel Structure



Lipp Silo Spiral Silo Grain Silo Storage System

Conical bottom

δ6.0 -  δ14.0mm Q235 STEEL

Ring beam

δ6.0 -  δ14.0mm Q235 STEEL

Support leg

"H" Section steel 







 

 

Characteristics:

* Moisture resistance

* Bolt free

* Rust resistance

* Low maintenance

* Long service life


 

 Detail Pictures

Silo Spiral Silo Grain Silo Storage System

Silo Spiral Silo Grain Silo Storage System

Silo Spiral Silo Grain Silo Storage System

 

Q:DOES ANYONE HAVE AN IDEA WHAT THE SIMPSONS MOVIE IS ABOUT!!!!!!?????
Spoiler Warning: Homer dumps a silo full of pig droppings (or something like it) into a lake/river. Springfield is outraged at his stupidity, and the EPA plans to fix the problem by Blow(ing) up Springfield. You can find clips on Yahoo! Movies.
Q:A grain silo has a cylindrical shape. Its diameter is 18ft, and its height is 46ft. What is the volume of grain that can be stored in the silo?Round the answer to the nearest cubic foot
The volume of the cylinder is pi*r^2*h where h is the height and r is the radius. So r=9, h=46. Then 81*46*pi is the volume of the cylinder. Or 3726pi = 11706ft^3
Q:Here is the problem:A Farmer's silo is in the shape of a cylinder with a hemisphere as the roof. If the height of the silo is 117 feet and the radius of the hemisphere is r feet, express the volume of the silo as a function of r. Any help would be greatly appreciated!
Hi, Volume of cylinder = (pi)*(height)*(radius of base)^2 Volume of hemisphere = (2/3)*(pi)*(radius)^3 Volume of Silo = Volume of cylinder + Volume of hemisphere Lets do the cylinder first: Cylinder height : 117 Cylinder base radius : r (same as hemisphere's radius) Thus: Volume of cylinder = (pi)*(height)*(radius of base)^2 = (pi)*(117)*(r)^2 Now for the hemisphere: Hemisphere radius : r Thus: Volume of hemisphere = (2/3)*(pi)*(radius)^3 = (2/3)*(pi)*(r)^3 So then for the Silo: Volume of Silo = Volume of cylinder + Volume of hemisphere = (pi)*(117)*(r)^2 + (2/3)*(pi)*(r)^3 = (pi)*(r)^2*( 117 + (2/3)*r ) Volume of Silo = (pi)*(r)^2*( 117 + (2/3)*r )
Q:What is the smallest initial velocity that is required to throw a stone 49 feet up to the top of a silo?
u = initial velocity v = final velocity a = acceleration d = distance travelled t = time taken assumption: this is a 2-D problem. stone thrown vertically up. v2 = u2 +ad ======================== working: d = [(v+u)/2]t t = 2d/(v+u) sub into v = u +at v = u + 2ad/(v+u) multiply both sides by (v+u) v2 +uv = uv + u2 + 2ad v2 = u2 + 2ad (proved) ========================== v = 0, a = -g = -32, d = 49 0 = u2 + 2(-32)(49) u2 = 3136 u = 56 ft/s (ans)
Q:A silo is to be constructed in the form of a cylinder (only 1 of 2 bases included) topped by a hemisphere. The construction cost per square unit of surface area for the hemisphere is 2.8 times as much for the cylinder and the volume must be 710000 cubic feet. If construction costs are to be minimized, what should the radius be?
The volume of the silo is the volume of the cylinder + the volume of the hemisphere 71000 = pi x r^2 x h + (2/3) x pi x r^3 This can be rearranged to give h and a function of r h = (71000 - (2/3) x pi x r ^3)/(pi x r ^ 2) The cost of materials is the cost of the surface area of the cylinder (including a base) plus the surface area of the hemisphere (which coses 2.8 times as much per unit) C = (some constant) x (2.8 x 2 x pi x r^2 + pi x r ^2 + 2 x pi x r x h) you can replace h in this equation, which changes it to C = (some constant) x (6.6 x pi x r^2 + 142000/r - 4/3 x pi x r^2) The mininum cost happens when C' is 0. After taking the derivative you can divide by (some constant) to get rid of it and multiply both sides by r^2 to get a easy equation to solve. The answer will be the cube root of something...
Q:1) In a silo of corn there may be 900 kg corn. How many kernels would there be? please inclue units and calculations to support anwser? :)2) A mole of H2O and a mole of O2 EXPLAIN ANSWER. a. have the same mass b. contain one molecule each c. have a mass of 1g each d. contain the same number of molecules
1. Assume 1 corn kernel = 0.38g so: # kernels = 900Kg(1000g/1Kg)*(1kernel/0.38g) # kernels = 2,368,421 2. a mole of any molecule is equals to avogadros number... so answer is D
Q:how much does it cost to build a silo ?
That totally depends on how much time and other resources one has and one's specific needs. Assuming you have no suitable materials laying around and would have to buy them, you have to first calculate the size you need and decide on what you're going to build it from. If you have unlimited time and cheap labor, and only need a small one, going with bricks and/or concrete block used to be very popular around here. Of course that will do for all but the roof. I'm partial to to the dome tops such as were made by Columbia steel tank, mainly because they were leakproof and that's pretty important for storing grain.
Q:I'm a student in Vietnam ,I want to have a 30T horiztal cement silo for my studing , but i'm so far. I have spend 3 months to search it, but i can't find out it, please send me some file about it, dimension? size? material? How to disign it? and sketchs if you can. it's just document, catalogue. Thank you so much. I hope you can help me!^^. Have a nice day and lucky!
Hope okorder /
Q:No movies cus thats not fun... its lame. Me, and some friends want to go and do something fun and cant decide. PLEASE HELP US!!!!!!! Thx and PLEASE post soon! Were leaving to do anything ( cant think of the anything ) tommorow at 8 AMTHANX!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
beach mini golf ice skating swimming lake town pool mall resturant take a walk go to the park go shopping
Q:A typical silo on a farm has many bands wrapped around its perimeter, as shown in the figure below. Why is the spacing between successive bands smaller toward the bottom?
My stalker lives right next door to me - she keeps a watch on us and reports our doings to my ex-husband, and makes things up to keep him excited. I'm engaging the big gun this time. Family/Friend of the Court first, then on to Federal Court if necessary.

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