The Experts below are selected from a list of 255 Experts worldwide ranked by ideXlab platform
Elena Kokoliou - One of the best experts on this subject based on the ideXlab platform.
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Training 1.pdf
internal, 2021Co-Authors: Elena KokoliouAbstract:Change Product Lifecycle Management Knowledge Bites Workshops Current KMS 7 What is knowledge? 8 Data Measurements from the pressure gauge
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KMS presentation to RD vf.pptx
internal, 2021Co-Authors: Elena KokoliouAbstract:, that will be reused to enable development for better performance. Knowledge Management Framework Scenario: Someone walks into a factory Data Measurements from the pressure gauge Information Connection of measurements (e.g. over time) What to do with the provided info. Know how Capability Actionable What’s Knowledge? Content What
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KMS presentation to managers_supervisors.pptx
internal, 2020Co-Authors: Elena KokoliouAbstract:how we get to specific taxonomy What is knowledge? Data Measurements from the pressure gauge Information Connection of measurements (e.g. over time) What
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KMS presentation to pilot mfs.pptx
internal, 2018Co-Authors: Elena KokoliouAbstract:Introduction to Knowledge Management Prepared by: Kokoliou E., Kyriazis A. Approved by: Martinou L. Presentation Outline Scenario: Someone walks into a factory Data Measurements from the pressure gauge Information Connection of measurements (e.g. over time) What to do with the provided info. Know how
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KM System theory_2018.pptx
internal, 2018Co-Authors: Elena KokoliouAbstract:about a pressure gauge for a particular pipe.12 thousand psi (data) Control room in the screen we see that pressure is raised What we need to know, what
D G Jack - One of the best experts on this subject based on the ideXlab platform.
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Conventional Pressure balances as reference standards for Pressures in the range 10 Pa to 10 kPa
Metrologia, 1999Co-Authors: Chris Sutton, Mark Fitzgerald, D G JackAbstract:Two methods are presented for using conventional Pressure balances in the Pressure range 10 Pa to 10 kPa. Both these methods overcome the inability of a Pressure balance to generate directly Pressures below a limit determined by the mass of the floating element. The first method uses twin Pressure balances, with the desired low Pressure established above one Pressure balance in terms of a small added mass on the other Pressure balance. This method is shown to be capable of realizing low absolute Pressures with a standard uncertainty below 2 mPa + (9 × 10-6)p, when operating the Pressure balances at 100 kPa. The second method uses one Pressure balance in conjunction with a high-resolution Pressure Gauge. A calculable low Pressure is established above the Pressure balance either by reference to an added mass on the Pressure balance or by a change in the Pressure Gauge reading. A 100 kPa Pressure balance is used in combination with a commercial high-precision barometric Pressure Gauge, modified to improve the temperature control of its sensor. The standard uncertainty associated with this implementation is shown to be about 14 mPa + (9 × 10-6)p.
Chris Sutton - One of the best experts on this subject based on the ideXlab platform.
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Conventional Pressure balances as reference standards for Pressures in the range 10 Pa to 10 kPa
Metrologia, 1999Co-Authors: Chris Sutton, Mark Fitzgerald, D G JackAbstract:Two methods are presented for using conventional Pressure balances in the Pressure range 10 Pa to 10 kPa. Both these methods overcome the inability of a Pressure balance to generate directly Pressures below a limit determined by the mass of the floating element. The first method uses twin Pressure balances, with the desired low Pressure established above one Pressure balance in terms of a small added mass on the other Pressure balance. This method is shown to be capable of realizing low absolute Pressures with a standard uncertainty below 2 mPa + (9 × 10-6)p, when operating the Pressure balances at 100 kPa. The second method uses one Pressure balance in conjunction with a high-resolution Pressure Gauge. A calculable low Pressure is established above the Pressure balance either by reference to an added mass on the Pressure balance or by a change in the Pressure Gauge reading. A 100 kPa Pressure balance is used in combination with a commercial high-precision barometric Pressure Gauge, modified to improve the temperature control of its sensor. The standard uncertainty associated with this implementation is shown to be about 14 mPa + (9 × 10-6)p.
Gary W Stupian - One of the best experts on this subject based on the ideXlab platform.
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convenient optical Pressure Gauge for multimegabar Pressures calibrated to 300gpa
Applied Physics Letters, 2005Co-Authors: Liling Sun, Arthur L Ruoff, Gary W StupianAbstract:The accurate measurement of Pressure by a straightforward and inexpensive optical procedure has been needed in the multimegabar region since static Pressures over 216GPa, 361GPa, 420GPa and 560GPa were obtained in the diamond anvil cell. Here, a simple optical Pressure Gauge based on the Raman shift of the diamond at the center of a diamond tip at the diamond–sample interface is calibrated against a primary Gauge (Pt isotherm at 300K from shock data) to 300GPa, thus enabling researchers who do not have a synchrotron to conveniently measure Pressure with an optical scale from 50to300GPa.
Yoshiyuki Kaneda - One of the best experts on this subject based on the ideXlab platform.
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Tsunami magnitudes determined from ocean-bottom Pressure Gauge data around Japan
Geophysical Research Letters, 2004Co-Authors: Toshitaka Baba, Kenji Hirata, Yoshiyuki KanedaAbstract:[1] We develop a method to calculate tsunami magnitude from ocean-bottom Pressure Gauge data around Japan. Direct application of Abe's equations to ocean-bottom Pressure Gauge data underestimates tsunami magnitudes by about an order of magnitude. This is because Abe's equations were derived only from tsunami amplitudes measured at coastal tide Gauges where tsunamis are amplified by the shoaling of waves and reflection at the coastline. For offshore bottom-Pressure records, we introduce correction factors to Abe's original equations to account for tsunami amplitudes measured in open oceans. The modified equations produce Pressure Gauge determined tsunami magnitudes close to those determined using coastal tide Gauges.
