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- The contact angle for water on clean glass is close to zero. Calculate the surface tension of water at 20 °C given that at that temperature water climbs to a height of 4.96 cm in a clean glass capillary tube of internal radius 0.300 mm. The mass density of water at 20 °C is 998.2 kg m−3.The contact angle for water on glass is close to zero. Calculate the surface tension of water at 25 °C given that at that temperature, water climbs to a height of 5.89 cm in a clean glass capillary tube of internal diameter 0.500 mm. The mass density of water at 25 °C is 9970 g cm−3.The contact angle for water on clean glass is close to zero. Calculate the surface tension of water at 30 °C given that at that temperature water climbs to a height of 9.11 cm in a clean glass capillary tube of internal diameter 0.320 mm. The mass density of water at 30 °C is 0.9956 g cm−3.
- Calculate the viscosity of a liquid sample of density 1.2 g/cm3 ,taking into account that a metallic sphere of density 8.1 g/cm3 and 10 mm diameter takes 8 seconds to move one meter.At 537°R, how high will water rise in a glass capillary tube (in cm) with a cross sectional area of 2.1124×10-6 ft². For water the surface tension is 71.99 mN/m (milli-Newton/meter) and the density is 1000 g/L. With the contact angle to be 0°. A. 8.5 cm B. 2.5 cm C. 12 cm D. 15 cm E. 25 cm F. 13.25 cm G. 14.75 cmCalculate the thermal conductivity of nitrogen (CV,m = 20.8 J K−1 mol−1, σ = 0.43 nm2) at 298 K.
- In an experiment to determine the surface tension of methanol (ρ = 791 kg m-3 at 298 K) it was found that it rose to a height of 5.8 em in a tube of internal diameter 0.20 mm. What is the surface tension of methanol at 298 K?Calculate the surface tension of a liquid at 25 °C given that at that temperature, the liquid climbs to a height of 10.00 cm in a clean glass capillary tube of internal radius 0.300 mm. The mass density of the liquid at 25 °C is 0.9500 g cm−3. Assume that the contact angle is zero.Discuss the importance of bulk vs. surface properties of biomaterials. Briefly describe the importance of “biomaterials surface” considering the series of events following implantation of it.
- 1.At -185°C and 1 atm ethane (MW = 30.07 g/mol) exists as a solid with a FCC structure. Using the data provided below: E/k=194.1K, bo=0.1794 m3/kmol Determine the diameter of one molecule of ethane (in angstroms). 2. What is the void fraction? 3. Find the density of the solid etahne. 4. Calculate the distance of separation (in m) between two ethane molecules when the potential energy is at a minimum. 5. At the separation distance calculated in part (4), determine the minimum value of the potential energy between two molecules (in J).Sketch the Miller Index in a unit cell [-1-1-1]An ice skate stands on a blade with a contact surface of 0.0193 cm2 with the ice a) calculate the pressure exerted on the ice by a person with a mass of 67.95 kg and b) which is the melting temperature of ice under this pressure? Data: ΔfusH = 1.4363 Kcal/mol; Tfus= 273.2 K (at p = 1 atm); ice density = 0.92 g/cm3; liquid water density = 1.00 g/cm3 and 1 kg / s2cm = 9.8776 10-4 atm.