ZHU Yu-kun, HUANG Jin-hua, WANG Xiao-yu. MECHANICS ANALYSIS AND OPTIMISATION FOR HELIUM COOLING PANELS OF BFEB BLANKET[J]. VACUUM AND CRYOGENICS, 2004, 10(2): 94-102.
Citation: ZHU Yu-kun, HUANG Jin-hua, WANG Xiao-yu. MECHANICS ANALYSIS AND OPTIMISATION FOR HELIUM COOLING PANELS OF BFEB BLANKET[J]. VACUUM AND CRYOGENICS, 2004, 10(2): 94-102.

MECHANICS ANALYSIS AND OPTIMISATION FOR HELIUM COOLING PANELS OF BFEB BLANKET

  • The high power density blanket BFEB was split in zones and cooled with helium cooling panels. The mechanics analysis and optimisation for the basic element channel model of helium cooling panels under helium pressure and temperature field were carried out with the Pro/MECHANICA code. The strength check was carried out with the 4th strength theory-octahedral shear stress strength theory. The cross section of the basic element channel model of helium cooling panel was optimised from the rectangular with thin thickness one (12 mm×9 mm×1 mm) to square outer with circular inner one (9 mm×9 mm×φ7 mm or φ6 mm). As a result, the maximum static Von Mises stress σpm and the maximum strain displacement Dpm of the basic element channel model both decreased in orders of magnitude. It let to that the maximum Von Mises stress σcm under the combine action of static helium pressure and steady temperature field decreased to be smaller than \,the allowable stress of HT-9 steel. Since the σpm was in two-dimensional tensile state, and the σtm was in two-dimensional compression state, the addition of them resulted in counteraction to some extent. Therefore, the basic element channel models with cross section of(9 mm×9 mm×φ7 mm) possessed a smaller σcm than that with (9 mm×9 mm×φ6 mm) one. The Von Mises stresses σcm of basic element channel models SC247(arched type) and SC447(meander loop type) of helium cooling panels were calculated to be 95.6 and 134.4 MPa,respectively, being 55.0 % and 77.0% of HT-9 allowable stress.
  • loading

Catalog

    Turn off MathJax
    Article Contents

    /

    DownLoad:  Full-Size Img  PowerPoint
    Return
    Return