Product: ABAQUS/Standard
User subroutine GAPCON:
assumes that the heat transfer between surfaces is modeled as 
, where 
is the heat flux per unit area flowing between corresponding points 
and 
on the surfaces, 
is the gap conductance, and 
and 
are the surface temperatures;
is used to define , providing greater flexibility than direct gap conductance definition in specifying the dependencies of (for example, it is not necessary to define the gap conductance as a function of the average of the two surfaces' temperatures, mass flow rates, or field variables);
will be called at the slave nodes of a contact pair and at the integration points in a contact or a gap element for which the heat conductance definition contains a user-subroutine-defined gap conductance; and
ignores any dependencies or data specified for the gap conductance outside the user subroutine.
When this subroutine is used with a contact pair, point is on the slave surface and point is on the master surface.
When GAPCON is used with gap elements of type DGAP or GAPUNIT, point is on the first node of the element and point is the second node of the element.
SUBROUTINE GAPCON(AK,D,FLOWM,TEMP,PREDEF,TIME,CINAME,SLNAME,
1 MSNAME,COORDS,NOEL,NODE,NPRED,KSTEP,KINC)
C
INCLUDE 'ABA_PARAM.INC'
C
CHARACTER*80 CINAME,SLNAME,MSNAME
C
DIMENSION AK(5),D(2), FLOWM(2), TEMP(2), PREDEF(2,*),
1 TIME(2), COORDS(3)
user coding to define AK(1) -- AK(5)
RETURN
ENDAK(1)
Gap conductance, . The units of are energy per time (flux) per area per temperature (JT–1L–2
–1).
AK(2)
, derivative of the gap conductance with respect to the clearance between the bodies. If the gap conductance is not a function of gap clearance, AK(2)=0.0. This variable needs to be defined only for fully coupled temperature-displacement analysis.
AK(3)
, derivative of the gap conductance with respect to the pressure between the bodies. If the gap conductance is not a function of the pressure, AK(3)=0.0. This variable needs to be defined only for fully coupled temperature-displacement analysis.
AK(4)
, derivative of the gap conductance with respect to the temperature of point on the first surface of the interface.
AK(5)
, derivative of the gap conductance with respect to the temperature of point on the second surface of the interface.
D(1)
Separation between the surfaces, 
.
D(2)
Pressure transmitted across the surfaces, 
. This pressure is zero in pure heat transfer analysis.
FLOWM(2)
, 
, magnitudes of the mass flow rate per unit area at points and .
TEMP(2)
Current temperature at points and .
PREDEF(2,NPRED)
An array containing pairs of values of all of the user-specified field variables at the end of the current increment at points and (initial values at the beginning of the analysis and current values during the analysis).
TIME(1)
Value of step time at the end of the increment.
TIME(2)
Value of total time at the end of the increment.
CINAME
User-specified surface interaction name associated with the heat conductance definition, left justified. For contact elements it is the element set name given for the interface definition associated with the heat conductance definition; if an optional name is assigned to the interface definition, CINAME is passed in as this name, left justified. For gap elements it is the element set name for the element definition associated with the heat conductance definition.
SLNAME
Slave surface name. Passed in as blank if contact or gap elements are used.
MSNAME
Master surface name. Passed in as blank if contact or gap elements are used.
COORDS
An array containing the coordinates of point . These are the current coordinates if geometric nonlinearity is accounted for during the step (see “Procedures: overview,” Section 6.1.1); otherwise, the array contains the original coordinates of the point.
NOEL
Element label for contact or gap elements. Passed in as zero if contact surfaces are defined.
NODE
Slave node number (point ) if GAPCON is called for a contact pair.
NPRED
Number of predefined field variables.
KSTEP
Step number.
KINC
Increment number.