• QAY500 all terrain crane is equipped with new spacious luxury cab System 1
QAY500 all terrain crane is equipped with new spacious luxury cab

QAY500 all terrain crane is equipped with new spacious luxury cab

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Loading Port:
Shanghai
Payment Terms:
TT OR LC
Min Order Qty:
1 unit
Supply Capability:
1 unit/month

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QAY500 all terrain crane is equipped with new spacious luxury cab, combined center console, digital indicator, Grammer air suspension seat, electrical control rear mirror, etc. The product adopts 8-axle chassis, 6-axle steering, and 4-axle drive, featuring sufficient power.
7-segment oval-section jib adopts the telescopic mechanism of the single-cylinder bolt. The full extension length is 84m. The product has many optional devices, such as 63m fixed extension jib, 95m luffing jib, expanding the working space. Improve the super-lift device, and double the jib length. The lifting height increases 7×12m, and the lifting performance increases by 60%.
Through the application of the Fieldbus technique, the computer integrated control technique improves the energy efficiency, failure diagnosis intelligence, and control automation.
The product is equipped with the auxiliary winch which is specially used to install the big hook and steel wire rope. The dismantling of the optional devices, such as the counterweight, luffing jib, etc. can be completed by the machine itself, considering the convenience of the installment and dismantling to the maximum.

DimensionUnitQAY500
Overall lengthmm22140
Overall widthmm
Overall heightmm4000
Weight
Overall weight in transportkg96000
Front axle loadkg
Rear axle loadkg
Power
Engine modelTAD750VE
OM502LA.E3A/1
Engine rated powerkW/(r/min)200/2300
480/1800
Engine rated torqueN.m/(r/min)
Travel
Max. travel speedkm/h80
Min. turning diameterm30
Min. ground clearancemm
Approach angle°13.3
Departure angle°19.2
Max. grade ability%35
Fuel consumption for 100kmL
Main performance
Max. rated total lifting capacityt500
Min. rated working radiusmm
Turning radius at turntable tailm
Max. lifting torquekN.m15190
Base boomm
Fully extended boomm
Fully extended boom+ jibm
Longitudinal outrigger spanm9.6
Lateral outrigger spanm10.123
Working speed
Boom luffing times
Boom full extension times
Max. swing speedr/min
Max. speed of main winch (single rope) (no load)m/min
Max. speed of aux. winch (single rope) (no load)m/min

 

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Municipal Engineering, I do not know how many of your projects, do not have to buy one? Ask for a project and rent one
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That really depends where you work. Big mines you can be making over $60 per hour. I'd say $18-$25 per hour is more average.
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Hon Hai precision enterprise.. they make iphone and ipad..in China !!
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use a robot to hold the camera and move the camera when the robot being filmed is moving.
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Fifth equipment manufacturing enterprise qualification, refers to the qualified equipment manufacturing enterprises, qualification certification issued by the "Chinese equipment manufacturing enterprise qualification certificate", including the qualification category, grade, business scope and certificate number.
Q: Bally Manufacturing sent Intel Corporation an invoice for machinery with a $20,000 list price. Bally dated the invoice July 23 with 2/10 EOM terms. Intel receives a 40% trade discount. Intel pays the invoice on August 5.
Yeah, so what's the question really? (You don't really state what you want answered). But anyways, Intel missed the 10 day discount period on the payment terms, so they can't take that. ------------------------ It's also hard to tell if the trade discount is already included in the invoice amount (which it should be).
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that's a horrible joke!!!!!!!!!
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A forklift with a slip sheet or with some loads you can use a clamp.
Q: A certain piece of machinery was purchased 5 yr ago by Garland Mills for $470,000. Its present resale value is $280,000. Assuming that the machine's resale value decreases exponentially, what will it be 3 yr from now? $___________.thanks
Sine the price decreases exponentially, we can model this with: A = P*e^(kt). Since the initial value is $470k, we have P = 470000 and so the equation becomes: A = 470000e^(kt). Since the value 5 years after purchasing it is $280k, we have: 280000 = 470000*e^(5k) == e^(5k) = 28/47 == 5k = ln(28/47) == k = ln(28/47)/5 ≈ -0.1035886. Thus, the price after t years is 470000e^(-0.1035886t) and so the price 3 years later (8 years after buying) is: A = 470000e^[(-0.1035886)(8)] ≈ $205,208. I hope this helps!

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