Show OTR

In September, the biggest selling BMW 5 Series will be equipped with a new engine that has more power, while the economy and improve the emission at the same time. The new four-cylinder turbo-one is able

This improvement has led to refined performance figures with the zero to 62mph achieved in 8.3 seconds in the Saloon compared with the previous 8.6 seconds.

With a quality window regulator BMW, 5 Series has a maximum speed of 144 mph.

Since then, a BMW 520d has always made sound financial sense. Besides monetary incentive is offered with the 1995 cc engine back into place.

And because modern engines are designed to reduce gas consumption, the model achieves greater fuel economy with a combined 55.4mpg figure.

With CO2 emissions figure of 136g/km sees the car to fall into Band C for Vehicle Excise Duty saving an owner costs additional. And with the new engine of the Touring model, similar numbers are impressive achievements. The 520d Touring reaches a height of zero to 62 mph in 8.5 seconds. This is combined consumption figure of 53.3mpg and emissions of 140g/km.

The engine of the 520d achieves its class-leading performance figures courtesy of Efficient Dynamics technology Plus Brake Energy Regeneration, active aerodynamics, the best indicator of changing gear and tires low rolling resistance. You can buy a BMW 520d Saloon £ 27.190 OTR, while the £ 29,200 OTR you can pay to have the 520d Touring.

About BMW

Along with its automotive concerns such construction of quality auto parts, the BMW Group's activities include the development, production and marketing of motorcycles, as well as a wide range financial services to private and corporate clients.

With BMW, MINI and Rolls-Royce Motor Cars, the group is the only automaker in the world continue to pursue a purely premium for all market sectors covered by its brands, exclusive smaller cars to top-of-the-range luxury limousines.

Other business interests of the group are insurance (Bavaria Wirtschaftsagentur GmbH), IT Consulting and systems integration (Softlab GmbH).

The BMW Group claims to have: outstanding brands with an unmistakable profile, automobiles and motorcycles that mesmerize people around the world and gain mass of new fans every day, and a degree of success which sees the BMW Group go from strength to strength.
To achieve its objectives, the company knows how to use their strengths with an efficiency that has parallel with any other group in the automotive industry. BMW Group is committed to the highest in quality for all its products and research services and development, sales and marketing. The company's phenomenal success is proof of accuracy to its strategy.

The ratios between 3 values?

I have to calculate the ratio of OTR (cc / m ^ 2/day) and WVTR (g / m ^ 2 times day) is for WVTR water vapor transmission rate OTR is the transmission rate of oxygen in the two tests, the effective surface of the film test was 10 cm ^ 2 Here is the result we have to find the relationship (it has to include the thickness of the plastic film) 1082 plastic have a thickness of 0.0044 in WVTR: 4,8 OTR: 120 Plastic 1083 have a thickness of 0.0045 in WVTR 0.88 OTR: 2.6 With this, you will find the plastic value of WVTR and OTR inche 0.00289 Show me how to find value known the relationship between the thickness, WVTR and OTR Thanks a lot!

Suppose that WVTR is proportional to t cm thick high OTR to a particular power and the effective area of the film is a cm ². That is, OTR WVTR = k ^ n. AT (AT, because WVTR should be proportional to the volume must go through this .. allows different areas of the film) If this does not work with your 3rd test then you must modify the model, as there are other variables that could enter at stake. With 2 sets of data that you can only test for 2 variables. So 4.8 = k. 120 ^ n. 10. 0.0044 ........ (1) and 0.88 = k. 2.6 ^ n. 10. 0.0045 ........ (2) (1) / (2) 4.8/0.88 = (120/2.6) ^ n. ? N (0.044/0.045) (120/2.6) ^ 5.5785 n = 5.5785/log log (120/2.6) ? 0.44857 now replace (1) 4.8 = k. 120 ^ n. 10. 0.0044 4.8 = k. 120 ^ (0.19745). 0.044 k = 4.8 / (120 ^ (0.44857). 0.044) ? WVTR = 12.74 to 12.74. OTR ^ 0.44857. A = 12.74. 120 ^ 0.44857. 10. Time 4.800 ? 0.0044 (2) WVTR = 12.74. OTR ^ 0.44857. A = 12.74. 2.6 ^ 0.0.44857. 10. Ssssssssssssssssss YESSSSSSSS 0.0045 ? 0.88 !!!!!!!!! Thus, one possible model is WVTR OTR ^ = 12.74 * 0.44857 * In Now if this does not close in the next trial, my variable presented below can be treated (A) ^ p (if not a linear relationship with the volume of the film has to pass through) and then re-calculate all the constants again

HYOLEE - OTR Show EP-1 (1/4) [ENG]

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