9-node cylindrical prism, linear interpolation in the radial plane and
trigonometric interpolation along the circumferential direction
CCL9H
9-node cylindrical prism, linear interpolation in the radial plane and
trigonometric interpolation along the circumferential direction, hybrid with
constant pressure in plane and linear pressure in the circumferential direction
CCL12
12-node cylindrical brick, linear interpolation in the radial plane and
trigonometric interpolation along the circumferential direction
CCL12H
12-node cylindrical brick, linear interpolation in the radial plane and
trigonometric interpolation along the circumferential direction, hybrid with
constant pressure in plane and linear pressure in circumferential direction
CCL18
18-node cylindrical prism, quadratic interpolation in the radial plane and
trigonometric interpolation along the circumferential direction
CCL18H
18-node cylindrical prism, quadratic interpolation in the radial plane and
trigonometric interpolation along the circumferential direction, hybrid with
linear pressure in plane and linear pressure in the circumferential direction
CCL24
24-node cylindrical brick, quadratic interpolation in the radial plane and
trigonometric interpolation along the circumferential direction
CCL24H
24-node cylindrical brick, quadratic interpolation in the radial plane and
trigonometric interpolation along the circumferential direction, hybrid with
linear pressure in plane and linear pressure in circumferential direction
CCL24R
24-node cylindrical brick, reduced integration, quadratic interpolation in
the radial plane and trigonometric interpolation along the circumferential
direction
CCL24RH
24-node cylindrical brick, reduced integration, quadratic interpolation in
the radial plane and trigonometric interpolation along the circumferential
direction, hybrid with linear pressure in plane and linear pressure in
circumferential direction
Active Degrees of Freedom
1, 2, 3
Additional Solution Variables
The hybrid elements with constant pressure in plane have two additional
variables relating to pressure, and the linear pressure hybrid elements have
six additional variables relating to pressure.
Nonuniform body force in global X-direction with
magnitude supplied via user subroutine
DLOAD.
Load ID (*DLOAD): BYNU
FL−3
Nonuniform body force in global Y-direction with
magnitude supplied via user subroutine
DLOAD.
Load ID (*DLOAD): BZNU
FL−3
Nonuniform body force in global Z-direction with
magnitude supplied via user subroutine
DLOAD.
Load ID (*DLOAD): CENT
FL−4(ML−3T−2)
Centrifugal load (magnitude is input as ,
where
is the mass density per unit volume,
is the angular velocity).
Load ID (*DLOAD): CENTRIF
FL−4(ML−3T−1)
Centrifugal load (magnitude is input as ,
where
is the angular velocity).
Load ID (*DLOAD): CORIO
FL−4T
(ML−3T−1)
Coriolis force (magnitude is input as ,
where
is the mass density per unit volume,
is the angular velocity).
Load ID (*DLOAD): GRAV
LT−2
Gravity loading in a specified direction (magnitude is input as
acceleration).
Load ID (*DLOAD): HPn
FL−2
Hydrostatic pressure on face n, linear in global
Z.
Load ID (*DLOAD): Pn
FL−2
Pressure on face n.
Load ID (*DLOAD): ROTA
T−2
Rotary acceleration load (magnitude is input as ,
where
is the rotary acceleration).
Load ID (*DLOAD): ROTDYNF(S)
T−1
Rotordynamic load (magnitude is input as ,
where
is the angular velocity).
Load ID (*DLOAD): TRSHRn
FL−2
Shear traction on face n.
Load ID (*DLOAD): TRSHRnNU(S)
FL−2
Nonuniform shear traction on face n with
magnitude and direction supplied via user subroutine
UTRACLOAD.
Load ID (*DLOAD): TRVECn
FL−2
General traction on face n.
Load ID (*DLOAD): TRVECnNU(S)
FL−2
Nonuniform general traction on face n with
magnitude and direction supplied via user subroutine
UTRACLOAD.
Foundations
Foundations are available for all cylindrical elements. They are
specified as described in
Element Foundations.
*foundation
Load ID (*FOUNDATION): Fn
FL−3
Elastic foundation on face n.
Surface-Based Loading
Distributed Loads
Surface-based distributed loads are available for elements with
displacement degrees of freedom. They are specified as described in
Distributed Loads.
*dsload
Load ID (*DSLOAD): HP
FL−2
Hydrostatic pressure on the element surface, linear in global
Z.
Load ID (*DSLOAD): Pn
FL−2
Pressure on the element surface.
Load ID (*DSLOAD): PnNU
FL−2
Nonuniform pressure on the element surface with magnitude supplied via user
subroutine
DLOAD.
Load ID (*DSLOAD): TRSHR
FL−2
Shear traction on the element surface.
Load ID (*DSLOAD): TRSHRNU(S)
FL−2
Nonuniform shear traction on the element surface with magnitude and
direction supplied via user subroutine
UTRACLOAD.
Load ID (*DSLOAD): TRVEC
FL−2
General traction on the element surface.
Load ID (*DSLOAD): TRVECNU(S)
FL−2
Nonuniform general traction on the element surface with magnitude and
direction supplied via user subroutine
UTRACLOAD.
Element Output
Output is in a fixed cylindrical system (1=radial, 2=axial,
3=circumferential) unless a local coordinate system is assigned to the element
through the section definition (Orientations)
in which case output is in the local coordinate system (which rotates with the
motion in large-displacement analysis). See
State storage
for details.
Stress, Strain, and Other Tensor Components
Stress and other tensors (including strain tensors) are available for
elements with displacement degrees of freedom. All tensors have the same
components. For example, the stress components are as follows:
S11
Local 11 direct stress.
S22
Local 22 direct stress.
S33
Local 33 direct stress.
S12
Local 12 shear stress.
S13
Local 13 shear stress.
S23
Local 23 shear stress.
Node Ordering and Face Numbering on Elements
Table 1. 12-node and 24-node cylindrical element faces
Face 1
1 – 2 – 3 – 4 face
Face 2
5 – 8 – 7 – 6 face
Face 3
1 – 5 – 6 – 2 face
Face 4
2 – 6 – 7 – 3 face
Face 5
3 – 7 – 8 – 4 face
Face 6
4 – 8 – 5 – 1 face
Table 2. 9-node and 18-node cylindrical element faces
Face 1
1 – 2 – 3 face
Face 2
4 – 6 – 5 face
Face 3
1 – 4 – 5 – 2 face
Face 4
2 – 5 – 6 – 3 face
Face 5
3 – 6 – 4 – 1 face
Numbering of Integration Points for Output
This shows the scheme in the layer closest to the 1–2–3–4 face. The
integration points in the second and third layers are numbered consecutively.