Product Description:
Grain Storage System With Conveyor Belts
Specification:
Type  flat bottom / hopper bottom 
Material  hot galvanized steel 
Auxiliary system  Loading and unloading system grain cleaning system ventilation system Temperature monitoring system Level indicating Lightening proctection system 
Characteristics:
grain project storage and turnover
Large grain depot storage and turnover
Port or logstics storage
FAQ:
New solution for grain storage to replace traditional warehouse
Low space occupation and high storage capacity
Patented heat insulation technology to provide grain with safer storage
Fast loading and unloading system to fill and empty the silo in short time
Electric control to make the operation easier
with ISO9001:2008 certificate
Pictures:
 Q:Does anyone know how to play silo?
 Maybe okorder.com/
 Q:Internet Providers Without Longterm Contracts?
 Google it for God's sake.
 Q:Can you help me solve this calculus problem?
 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:Center of mass and density?
 What is the geometry if the concrete base. Is it a ring or a rectangular slab? In general sum the moments about say x or y axes (assuming that it is symmetrical in x and y) Then divide the result by the sum of the masses and you will get your zcentroid.
 Q:Why are nuclear power plants domeshaped, and why do silos have rounded heads?
 Because the reactor housing and storage silo's need to be strong incase some nutter tries to break into one with an aircraft or other such thing.
 Q:Hey Im Playing Fallout New Vegas And Im On Silo Mission After I Entered The Divide And Im Trying 2 Unlock The?
 i have beat that dlc but i have no clue what part you are talking about. . . sorr y
 Q:A typical silo on a farm has many bands wrapped around its perimeter, as shown in the figure below. Why is the?
 The Silos Band
 Q:What are those white, sombreroshaped buildings you sometimes see way off the freeway?
 hi there,is it possible they are grain silos? scroll down for all pictures.. www.google.co.uk/search?q=grain+s... regards pops.
 Q:what is the differences between farm building and farm structure?
 A windmill and many varieties of silos are farm structures, but they are not farm buildings. The same can be said for a two or three sided structure built to be a windbreak for livestock. There are also feeders for livestock that are not buildings, but are structures...racks to hold bales of feed up off the ground, trough systems that deliver food and water, feed mixers are all examples. Also, some farms dig out areas of hillsides/ridges to put silage in and cover them with plastic or tarps to reduce moisture damage...these would be structures and not buildings. Damming a creek to make a pond to water stock would be a farm structure and is clearly not a building. The differences are in the use, complexity of design and materials.
 Q:Maths Homework! Please Help?
 cylinder radius = 1.5m slant height of cone = sqrt{r^2+h^2} = 2.5m Overall height of silo = 20m (i)From slant height formula, sqrt{r^2 + h^2} = 2.5 =sqrt{1.5^2 + h^2} = 2.5 1.5^2 + h^2 = 2.5^2 2.25 + h^2 = 6.25 h^2 = 6.25  2.25 =4 h = sqrt{4} =2 Now you got height of cone from axis = 2m. (ii)Total height of grain silo = 20m Total height = cylinder height + cone height from axis Cylinder height = Total height  cone height from axis = 20  2 =18m (iii)Total capacity of silo = Capacity of cylinder + Capacity of cone = Cylinder volume = cone volume Cylinder volume = pi(r^2)(h) Cone volume = 1/3(pi)(r^2)(h) Cylinder volume = pi(1.5^2)(18) =(2.25)(18)pi =(40.5pi) cubic meter Cone volume = 1/3(pi)(1.5^2)(2) =1/3(2.25)(2)pi =1/3(4.5)pi =(1.5pi) cubic meter Total capacity = 40.5pi + 1.5pi =(42pi) cubic meter [Substitute pi with constant 3.142 if required] (iv)Total capacity = 42pi Capacity when one seventh full = 1/7(42pi) =7pi Does 7pi fill the entire cone since cone is bottom? 7pi  total capacity of cone = 7pi  1.5pi = 5.5pi(above zero, so whole cone is filled) Height of cylinder filled = volume / (pi multiply r^2) 5.5pi / (pi)(1.5^2) = 5.5pi / 2.25pi =22/9 Depth = height of cone + filled cylinder height = 2 + 22/9 = 18/9 + 22/9 = 40/9 m [Simplify fraction to 4 4/9 or 4.444444 will also be good.]
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