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Modal Super Position Harmonic Analysis Procedure

Date post: 27-Nov-2014
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1 ANSYS Modal Super Position Harmonic Analysis Procedure
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Page 1: Modal Super Position Harmonic Analysis Procedure

1

ANSYS

Modal Super Position Harmonic

Analysis Procedure

Page 2: Modal Super Position Harmonic Analysis Procedure

2

Model details

finish/clear/PREP7 rectng,0,100,0,15et,1,63 r,1,2

lsel,s,loc,x,5,95lesize,all,,,10allselesize,5amesh,all

ex,1,200e3nuxy,1,0.3dens,1,7800e-12

nsel,s,loc,x,0d,all,allallsellsave

Page 3: Modal Super Position Harmonic Analysis Procedure

3

Modal analysis results

/solu

antype,modal

modopt,lanb,10

mxpand,10

solve

finish

/post

set,list

Page 4: Modal Super Position Harmonic Analysis Procedure

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5g Acceleration in Z direction in the

frequency range of 10 to 2000 Hz/SOLUANTYPE,3HROPT,MSUP, , ,0HROUT,OFF LUMPM,0

HROPT,MSUP,5, ,0 HROUT,OFF,ON,0

HARFRQ,10,2000, NSUBST,100,

g=9810ACEL,0,0,5*g

KBC,1 DMPRAT,0.03,

solve

Page 5: Modal Super Position Harmonic Analysis Procedure

5

Uz displacement as a function

Frequency

/post26FILE, ,'rfrq'NSOL,2,node(100,15,0),U,Z,Tip_Top_UZNSOL,3,node(50,0,0),U,Z,Mid_Bot_Uz/AXLAB,X,Freq [Hz] /AXLAB,Y,Amplitude [mm]/GROPT,LOGX,OFF /GROPT,LOGY,ON

PLCPLX,0 ! Plot Amplitude PRCPLX,1 ! Print Amplitude & Phase Angle PLVAR,2,3

Page 6: Modal Super Position Harmonic Analysis Procedure

6

Closer look at frequency response curve.

/GROPT,LOGX,OFF /GROPT,LOGY,OFF /XRANGE,0,200 PLVAR,2

This frequency and phase angle will be used for single point expansion

/post1 Uz

displacement at this

frequency on

Tip_Top node will be

compared

Page 7: Modal Super Position Harmonic Analysis Procedure

7

Single point expansion

/SOLU

EXPASS,1

EXPSOL, , ,165.56

HREXP,91.6717 solve

/post1

set,lastplnsol,u,z

From /post26

From /post1

Uz displacement from /post26 and /post are exactly matching

Page 8: Modal Super Position Harmonic Analysis Procedure

8

Bending stress distribution at 165.5 Hz

from Single Point Expansion

PLNSOL,S,x,2

Page 9: Modal Super Position Harmonic Analysis Procedure

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Expansion for entire frequency

range./SOL

NUMEXP,ALL, , ,1

HREXP,ALL,

solve

/POST26

FILE,,'rst'

PLCPLX,0PRCPLX,1

FORCE,TOTAL

SHELL,TOP

ANSOL,2,node(0,0,0),S,X,Root_Bot_Sx

/AXLAB,X,Freq [Hz]

/AXLAB,Y,Sx [MPa]

/GROPT,LOGX,OFF

/GROPT,LOGY,ON

PLCPLX,0 ! Plot Amplitude

PRCPLX,1 ! Print Amplitude & Phase

Angle

PLVAR,2Variation of bending Stress (Sx) at the root wrt frequency

Page 10: Modal Super Position Harmonic Analysis Procedure

10

Identifying critical stress frequencies

Sx at this frequency on root bottom node will be compared with

Sx from /post1

Page 11: Modal Super Position Harmonic Analysis Procedure

11

Looking at the stress distribution in

/post1 at identified critical frequencies.

Page 12: Modal Super Position Harmonic Analysis Procedure

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Comparison of Sx from /post1 & /post26

hrcplx,1,31,-88.4818

PLNSOL,S,x,2

Sx from /post26 and /post are exactly matching


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