Abstract By using the given structure contour map for the Scope field‚ the given parameters as well as the assumptions‚ the Oil and Gas Reserve was calculated and are given below: Table 1: Gas Reserves estimate Gas Reserves | | | m3 | Bft3 | 1P | 1.30E+10 | 368.1 | Table 2: Oil Reserves estimate Oil Reserves | | | m3 | MMbbl | 1P | 2.64E+08 | 663.6 | 2P | 3.67E+08 | 922.6 | 3P | 8.44E+08 | 2123.3 | The properties of the reservoir can be expected to change due to
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1802 - Gay-Lussac first formulated the law‚ Gay-Lussac’s Law‚ stating that if the mass and pressure of a gas are held constant then gas volume increases linearly as the temperature rises. This is sometimes written as V = k T‚ where k is a constant dependent on the type‚ mass‚ and pressure of the gas and T is temperature on an absolute scale. (In terms of the ideal gas law‚ k = n R / P.) ▪ 1804 - He and Jean-Baptiste Biot made a hot-air balloon ascent to a height of 6.4 kilometres in an early investigation
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thermal equilibrium with the surroundings‚ which are at 15oC. Determine the final pressure in the tank. (4 marks) Figure 1 5. Nitrogen at 150 K has a specific volume of 0.041884 m3/kg. Determine the pressure of the nitrogen‚ using (a) the ideal gas equation and (b) the Beattie-Bridgeman equation. Compare your results to the experimental value of 1000 kPa. (9 marks) Date of submission: 19th October 2011 (EH2211A)/20th October 2011
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any gas occupies at standard temperature and pressure. In chemistry‚ many of the materials worked with are gases. It is often easier to measure the volume of a sample of gas‚ rather than determine its mass. The main purpose of this lab is to determine the molar volume of hydrogen gas experimentally in order to compare it to the theoretical molar volume of ideal gases. In this experiment‚ a known mass of magnesium is reacted with an excess amount of hydrochloric acid to produce hydrogen gas. The
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Concepts The gas laws developed by Boyle‚ Charles‚ and Gay-Lussac are based upon empirical observations and describe the behavior of a gas in macroscopic terms‚ that is‚ in terms of properties that a person can directly observe and experience. An alternative approach to understanding the behavior of a gas is to begin with the atomic theory‚ which states that all substances are composed of a large number of very small particles (molecules or atoms). In principle‚ the observable properties of gas (pressure
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Thermometers * Barometer * Sink Full of Water Purpose The purpose of this experiment is to determine the molar mass of butane using Dalton’s Law of Partial Pressures and the ideal gas law. Hypothesis My hypothesis is that as we complete the experiment‚ we will be able to correctly use the air and water temperatures‚ volume of gas‚ and barometric pressure to correctly calculate the molar mass of butane Procedure At first‚ gathered all of the materials. Fill a sink full of water
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Brayton Cycle (Gas Turbine) for Propulsion Application Analysis Engineering Software P.O. Box 1180‚ Germantown‚ MD 20875 Phone: (301) 540-3605 FAX: (301) 540-3605 E-Mail: info@engineering-4e.com Web Site: http://www.engineering-4e.com Brayton Cycle (Gas Turbine) for Propulsion Application Analysis by Engineering Software Course Category: Engineers Course Level: Intermediate Credit: 1 Hour -- i -- Brayton Cycle (Gas Turbine) for Propulsion Application Analysis Course Description The ideal cycle for
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Student: Mary Chrisin L. ObreroDate: October 7‚ 2014 Section: 116 Behavior of Gases and Determination of Absolute Zero Experiments 4&5 Introduction: First of all‚ the Boyle’s law (pressure-volume law) indicates that the volume of a certain amount of gas given held at a constant temperature differentiates inversely with the applied pressure when there are constant temperature and mass. Equations: PV=C. When pressure goes up‚ volume goes down (derived from the equation above): P1V1 = P2V2 =
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liquids and gases. Gas Pressure: 1. Calculate each of the following: (show your work) i. 740 torr = _______________ atm ii. 1.15 atm = _______________ in Hg iii. 780 mm Hg = _____________ Pa Gas Laws: 1. If a sample of 4.17 L of ethane gas at 95 C is cooled to -80 C at a constant pressure‚ what is the new volume? 2. Calculate the volume occupied by 8.072g of neon gas at a temperature of 35C and a pressure of 1140 torr. (R = 0.0821 L.atm/mol.K) 3. Methane gas (CH4) is compressed
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are prime examples of the implementation of gas laws. The physics are based on the simple principle that warm air rises in cooler air. Hot air has less mass per unit of volume. The relevant gas law in use is Charless Law‚ which is V1/T1=V2/T2. The law states that raising the temperature (T1) will also increase the volume (V2)‚ in order to keep the equation true. Generally‚ air is heated through the use of propane burners. When ignited‚ the volume of the gas increases but the balloon cannot expand much
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