Mass flow prediction of the coriolis meter using C0 continuous beam elements

被引:0
|
作者
B. R. Binulal
Akash Rajan
Suryan R. Abhilash
Jayaraj Kochupillai
Heuy Dong Kim
机构
[1] College of Engineering Trivandrum,Research Scholar, Department of Mechanical Engineering
[2] College of Engineering Adoor,Department of Mechanical Engineering
[3] College of Engineering Trivandrum,Department of Mechanical Engineering
[4] Andong National University,Department of Mechanical Engineering
来源
关键词
Coriolis mass flow meter; Timoshenko beams; finite element formulation; Coriolis effect;
D O I
暂无
中图分类号
学科分类号
摘要
A three node C0 continuous isoparametric beam element is formulated to model the curved pipe conveying fluid in three dimensional configuration. The equations of motion for the combined structure and fluid domain including added mass effect, Coriolis effect, centrifugal effect and the effect of pressure on the walls of pipe have been developed by Paidoussis. This equation is converted to finite element formulation using Galerkin technique and is validated with the results available from literature.
引用
收藏
页码:398 / 402
页数:4
相关论文
共 50 条
  • [21] ON STIFFNESS MATRICES FOR C0 CONTINUOUS TETRAHEDRA
    SUBRAMANIAN, G
    BOSE, CJ
    COMPUTERS & STRUCTURES, 1983, 16 (05) : 603 - 611
  • [22] The Coriolis mass flow meter as a volume meter for the custody transfer in liquid hydrocarbons logistics
    Garcia-Berrocal, A.
    Montalvo, C.
    Carmona, P.
    Blazquez, J.
    ISA TRANSACTIONS, 2019, 90 : 311 - 318
  • [23] Continuous maps induced by embeddings of C0(K)spaces into C0(S, X)spaces
    Galego, Eloi Medina
    Rincon-Villamizar, Michael A.
    MONATSHEFTE FUR MATHEMATIK, 2018, 186 (01): : 37 - 47
  • [24] Evaluation of omega-shaped coriolis mass flow meter for laminar flow
    Kolhe V.A.
    Pawar S.Y.
    Chaudhari V.D.
    Edlabadkar R.L.
    Chandratre K.V.
    Journal of Computational and Applied Research in Mechanical Engineering, 2024, 13 (02): : 181 - 190
  • [25] Measurements of the Σc0 and Σc++ mass splittings
    Link, JM
    Paolone, VS
    Reyes, M
    Yager, PM
    Anjos, JC
    Bediaga, I
    Göbel, C
    Magnin, J
    de Miranda, JM
    Pepe, IM
    dos Reis, AC
    Simao, FRA
    Carrillo, S
    Casimiro, E
    Mendez, H
    Sánchez-Hernández, A
    Uribe, C
    Vazquez, F
    Cinquini, L
    Cumalat, JP
    Ramirez, JE
    O'Reilly, B
    Vaandering, EW
    Butler, JN
    Cheung, HWK
    Gaines, I
    Garbincius, PH
    Garren, LA
    Gottschalk, E
    Gourlay, SA
    Kasper, PH
    Kreymer, AE
    Bianco, S
    Fabbri, FL
    Sarwar, S
    Zallo, A
    Cawlfield, C
    Kutschke, R
    Kim, DY
    Park, KS
    Rahimi, A
    Wiss, J
    Gardner, R
    Chung, YS
    Kang, JS
    Ko, BR
    Kwak, JW
    Lee, KB
    Myung, SS
    Park, H
    PHYSICS LETTERS B, 2000, 488 (3-4) : 218 - 224
  • [26] C0 elements for generalized indefinite Maxwell equations
    Huoyuan Duan
    Ping Lin
    Roger C. E. Tan
    Numerische Mathematik, 2012, 122 : 61 - 99
  • [27] IMPROVED STRAIN INTERPOLATION FOR CURVED C0 ELEMENTS
    PARK, KC
    INTERNATIONAL JOURNAL FOR NUMERICAL METHODS IN ENGINEERING, 1986, 22 (01) : 281 - 288
  • [28] C0 elements for generalized indefinite Maxwell equations
    Duan, Huoyuan
    Lin, Ping
    Tan, Roger C. E.
    NUMERISCHE MATHEMATIK, 2012, 122 (01) : 61 - 99
  • [29] C0 beam elements based on the Refined Zigzag Theory for multilayered composite and sandwich laminates
    Gherlone, Marco
    Tessler, Alexander
    Di Sciuva, Marco
    COMPOSITE STRUCTURES, 2011, 93 (11) : 2882 - 2894
  • [30] A parametric study of S-tube Coriolis mass flow meter
    Rajput, Arvind K.
    Sharma, Satish C.
    Shukla, Marut
    Roy, Souvik
    Sensors and Transducers, 2012, 142 (07): : 118 - 129