I think Etabs Plus has an open
door to the sequential analysis if you define the
dead-sq after you run the static analysis, that is the
statement I wrote by first. Please follow this steps
with any model you have: delete any dead-sq case, run
static analysis, define a dead-sq case, run the
sequential construction case, and you will obtain this
analysis run log:
Program ETABS Version 9.0.9.0 File:modelo secuencial similar al tutorial.LOG
BLOQUE 5
B E G I N A N A L Y S I S 2006/08/18 22:58:53
MAXIMUM MEMORY BLOCK SIZE (BYTES) = 31.962 MB
E L E M E N T F O R M A T I O N 22:58:53
NUMBER OF JOINT ELEMENTS FORMED = 79
NUMBER OF SPRING ELEMENTS FORMED = 0
NUMBER OF FRAME ELEMENTS FORMED = 159
E Q U A T I O N S O L U T I O N 22:58:53
TOTAL NUMBER OF EQUILIBRIUM EQUATIONS = 207
APPROXIMATE "EFFECTIVE" BAND WIDTH = 33
NUMBER OF EQUATION STORAGE BLOCKS = 1
MAXIMUM BLOCK SIZE (8-BYTE TERMS) = 6447
SIZE OF STIFFNESS FILE(S) (BYTES) = 51.191 KB
NUMBER OF EQUATIONS TO SOLVE = 207
NUMBER OF STATIC LOAD CASES = 4
NUMBER OF ACCELERATION LOADS = 6
NUMBER OF NONLINEAR DEFORMATION LOADS = 0
J O I N T O U T P U T 22:58:53
G L O B A L F O R C E B A L A N C E R E L A T I V E E R R O R S
PERCENT FORCE AND MOMENT ERROR AT THE ORIGIN, IN GLOBAL COORDINATES
LOAD FX FY FZ MX MY MZ
DEAD 3.26E-15 .000000 1.18E-13 0.478953 6.80E-14 0.015486
TRIBUTAR .000000 .000000 .000000 .000000 .000000 .000000
SX .000000 .000000 .000000 .000000 .000000 .000000
SY .000000 .000000 .000000 .000000 .000000 .000000
SPEC FX FY FZ MX MY MZ
SX .000000 .000000 .000000 .000000 .000000 .000000
SY .000000 .000000 .000000 .000000 .000000 .000000
E L E M E N T J O I N T - F O R C E O U T P U T 22:58:53
NUMBER OF JOINT ELEMENTS SAVED = 79
NUMBER OF FRAME ELEMENTS SAVED = 159
E L E M E N T O U T P U T 22:58:53
A N A L Y S I S C O M P L E T E 2006/08/18 22:58:53
Program ETABS Version 9.0.9.0 File:modelo secuencial similar al tutorial.LOG
BLOQUE 5
B E G I N A N A L Y S I S 2006/08/18 22:58:54
MAXIMUM MEMORY BLOCK SIZE (BYTES) = 31.962 MB
E L E M E N T F O R M A T I O N 22:58:54
NUMBER OF JOINT ELEMENTS FORMED = 79
NUMBER OF SPRING ELEMENTS FORMED = 0
L O A D R E - S O L U T I O N 22:58:54
NUMBER OF STATIC LOAD CASES = 4
E L E M E N T J O I N T - F O R C E O U T P U T 22:58:55
NUMBER OF JOINT ELEMENTS SAVED = 79
NUMBER OF FRAME ELEMENTS SAVED = 159
A N A L Y S I S C O M P L E T E 2006/08/18 22:58:55
Program ETABS Version 9.0.9.0 File:modelo secuencial similar al tutorial.LOG
BLOQUE 5
N O N L I N E A R S T A T I C A N A L Y S I S 2006/08/18 22:59:28
MAXIMUM MEMORY BLOCK SIZE (BYTES) = 31.962 MB
NONLINEAR STATIC CASE = DEAD-SQ
CONTINUE FROM PREVIOUS CASE = 0
LOAD CONTROL TYPE = FORCE
METHOD TO USE WHEN HINGES DROP LOAD = UNLOAD
TYPE OF GEOMETRIC NONLINEARITY = NONE
SAVE POSITIVE INCREMENTS ONLY = YES
MINIMUM NUMBER OF SAVED STEPS = 1
MAXIMUM NUMBER OF SAVED STEPS = 50
MAXIMUM NUMBER OF NULL STEPS = 50
MAXIMUM NUMBER OF TOTAL STEPS = 200
MAXIMUM NUMBER OF ITERATIONS PER STEP = 10
RELATIVE FORCE CONVERGENCE TOLERANCE = 0.000100
RELATIVE EVENT TOLERANCE = 0.010000
STAGE NUMBER = 1
ENTIRE STRUCTURE IS ACTIVE = NO
CHANGES TO ELEMENTS IN STRUCTURE = NONE
STEP 0
STEP 1, INCREMENT = 1.000000, SUM = 1.000000, MAX = 1.000000
Unbalance/tolerance = 4.39E-12, Iteration 1 converged
Saved as Output Step 1
TOTAL NUMBER OF CONVERGED STEPS SAVED = 1
TOTAL NUMBER OF CONVERGED STEPS NOT SAVED = 0
TOTAL NUMBER OF NULL STEPS = 0
----------
TOTAL NUMBER OF ALL STEPS = 1
TOTAL NUMBER OF ITERATIONS CONVERGED = 1
TOTAL NUMBER OF ITERATIONS DISCARDED = 0
FOR CONVERGED STEPS ONLY:
AVERAGE NUMBER OF ITERATIONS PER STEP = 1.00
MAXIMUM NUMBER OF ITERATIONS PER STEP = 1
STAGE NUMBER = 2
ENTIRE STRUCTURE IS ACTIVE = NO
CHANGES TO ELEMENTS IN STRUCTURE = ADD ONLY
STEP 0
STEP 1, INCREMENT = 1.000000, SUM = 1.000000, MAX = 1.000000
Unbalance/tolerance = 6.65E-11, Iteration 1 converged
Saved as Output Step 1
TOTAL NUMBER OF CONVERGED STEPS SAVED = 1
TOTAL NUMBER OF CONVERGED STEPS NOT SAVED = 0
TOTAL NUMBER OF NULL STEPS = 0
----------
TOTAL NUMBER OF ALL STEPS = 1
TOTAL NUMBER OF ITERATIONS CONVERGED = 1
TOTAL NUMBER OF ITERATIONS DISCARDED = 0
FOR CONVERGED STEPS ONLY:
AVERAGE NUMBER OF ITERATIONS PER STEP = 1.00
MAXIMUM NUMBER OF ITERATIONS PER STEP = 1
STAGE NUMBER = 3
ENTIRE STRUCTURE IS ACTIVE = NO
CHANGES TO ELEMENTS IN STRUCTURE = ADD ONLY
STEP 0
STEP 1, INCREMENT = 1.000000, SUM = 1.000000, MAX = 1.000000
Unbalance/tolerance = 6.47E-11, Iteration 1 converged
Saved as Output Step 1
TOTAL NUMBER OF CONVERGED STEPS SAVED = 1
TOTAL NUMBER OF CONVERGED STEPS NOT SAVED = 0
TOTAL NUMBER OF NULL STEPS = 0
----------
TOTAL NUMBER OF ALL STEPS = 1
TOTAL NUMBER OF ITERATIONS CONVERGED = 1
TOTAL NUMBER OF ITERATIONS DISCARDED = 0
FOR CONVERGED STEPS ONLY:
AVERAGE NUMBER OF ITERATIONS PER STEP = 1.00
MAXIMUM NUMBER OF ITERATIONS PER STEP = 1
STAGE NUMBER = 4
ENTIRE STRUCTURE IS ACTIVE = YES
CHANGES TO ELEMENTS IN STRUCTURE = ADD ONLY
STEP 0
STEP 1, INCREMENT = 1.000000, SUM = 1.000000, MAX = 1.000000
Unbalance/tolerance = 4.59E-11, Iteration 1 converged
Saved as Output Step 1
TOTAL NUMBER OF CONVERGED STEPS SAVED = 1
TOTAL NUMBER OF CONVERGED STEPS NOT SAVED = 0
TOTAL NUMBER OF NULL STEPS = 0
----------
TOTAL NUMBER OF ALL STEPS = 1
TOTAL NUMBER OF ITERATIONS CONVERGED = 1
TOTAL NUMBER OF ITERATIONS DISCARDED = 0
FOR CONVERGED STEPS ONLY:
AVERAGE NUMBER OF ITERATIONS PER STEP = 1.00
MAXIMUM NUMBER OF ITERATIONS PER STEP = 1
STAGE NUMBER = 5
ENTIRE STRUCTURE IS ACTIVE = YES
CHANGES TO ELEMENTS IN STRUCTURE = NONE
STEP 0
* * * W A R N I N G * * *
THE APPLIED LOAD IS ZERO IN NONLIN-STATIC CASEDEAD-SQ ,
THE ANALYSIS WILL PROCEED BUT THE STRUCTURE WILL NOT BE LOADED
STEP 1, INCREMENT = 1.000000, SUM = 1.000000, MAX = 1.000000
Unbalance/tolerance = .000000, Iteration 1 converged
Saved as Output Step 1
TOTAL NUMBER OF CONVERGED STEPS SAVED = 1
TOTAL NUMBER OF CONVERGED STEPS NOT SAVED = 0
TOTAL NUMBER OF NULL STEPS = 0
----------
TOTAL NUMBER OF ALL STEPS = 1
TOTAL NUMBER OF ITERATIONS CONVERGED = 1
TOTAL NUMBER OF ITERATIONS DISCARDED = 0
FOR CONVERGED STEPS ONLY:
AVERAGE NUMBER OF ITERATIONS PER STEP = 1.00
MAXIMUM NUMBER OF ITERATIONS PER STEP = 1
TIME FOR INITIALIZING ANALYSIS = 0.03
TIME FOR CONTROLLING ANALYSIS = 1.14
TIME FOR FORMING STIFFNESS MATRIX = 0.07
TIME FOR SOLVING STIFFNESS MATRIX = 0.24
TIME FOR CALCULATING DISPLACEMENTS = 0.00
TIME FOR DETERMINING EVENTS = 0.00
TIME FOR UPDATING STATE = 0.04
----------
TOTAL TIME FOR THIS ANALYSIS = 1.52
A N A L Y S I S C O M P L E T E 2006/08/18 22:59:30