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Estimation of Flow Rate Through Analysis of Pipe Vibration

REFERENCES 1. Agu C.E., Hjulstad Å., Elseth G., Lie B . (2017), Algorithm with improved accuracy for real-time measurement of flow rate in open channel systems, Flow Measurement and Instrumentation, 57, 20-27. 2. Biswal J., Pant H.J., Goswami S., Samantray J.S., Sharma V.K., Sarma K.S.S. (2018), Measurement of flow rates of water in large diameter pipelines using radiotracer dilution method, Flow Measurement and Instrumentation , 59, 194-200. 3. Czech K.R., Gosk W. (2017), Measurement of surface vibration accelerations propagated in the

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Investment-Cash Flow Sensitivity: A Study of Iranian Listed Companies

References Abdel-Khalik, R. (1979). Empirical Research in Accounting: A Methodological Viewpoint . American Accounting Association. Agca, S. & Mozumdar, A. (2008). The impact of capital market imperfections on investment-cash flow sensitivity. Journal of Banking and Finance , 32, 207-216, http://dx.doi.org/10.2139%2Fssrn.686812 Allayannis, G. & Mozumdar, A. (2001). The Investment-Cash Flow Sensitivity Puzzle: Can Negative Cash Flow Observations Explain It? Working Paper , Virginia Tech

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Flow of a Visco-Elastic Fluid Past a Porous Plate in a Rotating System

References Beard D.W. and Walters K. (1964): Elastico-viscous boundary layer flows . - Proc. Cambridge Philos. Soc. Maths. Phys. Sci., vol.60, pp.667-674. Joseph D.D. (1990): Fluid Dynamics of Visco-Elastic Liquids . - New York: Springer-Verlag. Kaloni P.N. (1966): Fluctuating flow of an elastico-viscous fluid past a porous flat plate . - Physics of Fluids, vol.10, pp.1344-1346. Rajagopal K.R. and Gupta A.S. (1984): An exact solution for the flow of a non-Newtonian fluid past an

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Detection of Two-Phase Flow Patterns in a Vertical Minichannel Using the Recurrence Quantification Analysis

References 1. Chen L., Tian Y.S., Karayiannis T.G. (2006), The effect of tube diameter on vertical two-phase flow regimes in small tubes, International Journal of Heat and Mass Transfer, vol. 49, 4220-4230. 2. Faszczewski M., Górski G., Mosdorf R. (2012), Applying recurrence plots to identify borders between two-phase flow patterns in vertical circular mini channel, Acta Mechanica et Automatica, Vol. 6, No.1, 31-36. 3. Jin N.D., X.B. Nie, Y.Y. Ren, Liu X. B.(2003), Characterization of oil/water two-phase flow

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On Steady Two-dimensional Free-surface Flows with Spatially-varied Discharges

REFERENCES Balmforth, D. J. – Sarginson, E. J. (1983) The effects of curvature in supercritical side-weir flow . J. Hydr. Res., 21(5), 333-343. Berger, R. C. (1992) Free-Surface Flow over Curved Surfaces . Ph.D. Thesis, University of Texas, Austin, TX, USA. Bickley, W. G. (1941) Formulae for numerical differentiation. Math. Gaz., 25(263), 19–27. https://doi.org/10.2307/3606475 Borghei, S. M. – Jalili, M. R. – Ghodsian, M. (1999) Discharge coefficient for sharp-crested side weir in subcritical flow . J. Hydr. Eng., 125(10), 1051

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A Numerical study for the efficacy of flow injection on the diminution of rudder cavitation

References Boo, K.T. Song, I.H. and Sin, S.C., 2004. Numerical Simulation for the Rudder in order to Control the Cavitation Phenomena. Journal of Ship and Ocean Technology, 8(1), pp. 42-50. Jung, H.J. Lee, J.H. Rhee, S.H. Song, M. and Hyun, B.S., 2009. Unsteady Flow Around a Two-Dimensional Section of a Vertical Axis Turbine for Tidal Stream Energy Conversion. International Journal of Naval Architecture and Ocean Engineering, 1(2), pp.64-69. Kim, S.P. Park, J.J. Kim, Y.S. Jang, Y.H. Choi, Y.B. and Paik, B

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Dendrochronological Records of Debris Flow and Avalanche Activity in a Mid-Mountain Forest Zone (Eastern Sudetes — Central Europe)

References Abe K and Iwamoto K, 1986. An evaluation of tree-root effect on slope stability by tree-root strength. Journal Japanese Forest Society 68: 505-510. Bardou E and Delaloye R, 2004. Effects of ground freezing and snow avalanche deposits on debris flows in alpine environments. Natural Hazards and Earth System Sciences 4: 519-530. Baumann F and Kaiser KF, 1999. The Multetta Debris Fan, Eastern Swiss Alps: A 500-year Debris Flow Chronology. Arctic, Antarctic and Alpine

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Use of a Phase Transition Concept for Traffic Flow Condition Estimation

References 1. Larin, O.N. (2007). Methodology of organization and the functioning of regional transportation systems. Chelyabinsk: SUSU. - 205 p. 2. Daganzo, C.F. (1999). Possible explanations of phase transitions in highway traffic / C.F. Daganzo, MJ. Cassidy, R.L. Bertini, Transportation Research, Part A, V. 33, pp. 365-379. 3. Silyanov, V.V. (1977). Theory of traffic flows in road design and the organization of traffic. Moscow: Transport. 303 p. 4. Daganzo, C.F. (2002). A behavioral theory of multi-lane traffic flow. Part I: Long homogeneous

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Investigation of seasonal thermal flow in a real dam reservoir using 3-D numerical modeling

References Akiyama, J., Stefan, G.H., 1984. Plunging flow into a reservoir: theory. J. Hydraul. Eng. ASCE, 110, 484-489. Alavian, V., 1986. Behavior of density current on an incline. J. Hydraul. Eng. ASCE, 112, 27-42. Alavian, V., Ostrowski, P., 1992. Use of density current to modify thermal structure of TVA reservoirs. J. Hydraul. Eng. ASCE, 118, 5, 688-706. Alavian, V., Jirka, G.H., Denton, R.A., Johnson, M.C., Stefan, H.G., 1992. Density Current Entering Lakes and Reservoirs, J. Hydraul. Eng

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Flow characteristics at trapezoidal broad-crested side weir

References Aghayari, F., Honar, T., Keshavarzi, A., 2009. A study of spatial variation of discharge coefficient in broad-crested inclined side weirs. Irrig. and Drain., 58, 2, 246-254. Borghei, S.M., Jalili, M.R., Ghodsian, M., 1999. Discharge coefficient for sharp-crested side weir in subcritical flow. J. Hydraul. Eng., 125, 10, 1051-1056. Bos, M.G., 1989. Discharge measurement structures. ILRI, Wageningen, The Netherlands. Castro-Orgaz, O., Hager, W.H., 2012. Subcritical side-weir flow at high

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