Response Spectrum Functions

 

 

 

Enter spectral data for response spectrum analysis.

 

Response Spectrum Analysis calculates modal responses using the natural periods obtained by Eigenvalue analysis. Therefore, Response Spectrum Function must be defined, which includes the range of the natural periods obtained from the Eigenvalue analysis.

       

Range of the natural periods obtained from Eigenvalue analysis

 

 

 

From the Main Menu select Load > Seismic > Response Spectrum Data > Response Spectrum Functions.

 

 

 

 

 

Enter new or additional spectral data

 

Click .

 

Modify previously entered spectral data

 

Select the relevant spectral data from the spectral data list of the dialog box and click .

 

When deleting previously entered spectral data

 

Select the relevant spectral data from the spectral data list of the dialog box and click .

 

Click or to display the dialog box below and enter the required data in the relevant entry fields.

 

 

Function Name

 

Enter the name of the spectral data. The name is used in "Response Spectrum Load Cases" which is the function used to enter response spectrum load cases.

 

 

Spectral Data Type

 

Assign the spectral data type to be entered.

 

Normalized Accel. : Spectrum obtained by dividing the acceleration spectrum by the acceleration of gravity

 

Acceleration : Acceleration spectrum

 

Velocity : Velocity spectrum

 

Displacement : Displacement spectrum

 

Note

If the type of entered response spectral data is changed, the data are not converted according to the unit of the data type.  Rather only the application type of the entered data is changed.

 

 

Scale

 

Scale Factor: Specify a multiplier for Response Spectrum Data.

 

 Maximum Value: Maximum value of Response Spectrum Data can be controlled by the user.

 

 

Gravity

 

Enter the acceleration of gravity.

 

 

Damping Ratio

 

Specify a Damping Ratio applicable to the response spectrum, which will be used in response spectrum analysis.

 

 

Graph Options

 

Specify whether or not to produce Graph in Log Scale.

 

 

Description

 

Enter a brief description of Response Spectrum Data. When the Design Spectrum has been generated, the basic Spectrum Data such as soil & area coefficients and importance & response factors are displayed.

 

For convenience, MIDAS/Gen supports the following 4 entry methods:

 

      1. Create files containing frequently used response spectrum load cases, which are then retrieved for later uses

      2. Access the built-in response spectrum load cases in the database

      3. Use Seismic Data Generator to enter the load cases

      4. The user directly enters the load cases

 

Create files containing frequently used response spectrum load cases, then retrieve the files

 

Use the method to enter previously created spectral data. The data are saved with a '.sgs' or '.spd' extension and written in the following formats :

 

 

'fn.sgs' file format

*SGS

To define that the file is in "Seismic Data Generator" data format which is a midas module that auto-extracts seismic data

*TITLE, MAINTITLE

Description for main title

Ex. ATC 3-06 Design Spectrum

*TITLE, SUBTITLE

Description for subtitle

Ex. Soil = 1.0 Aa = 1.00 Av =1.00 RMF = 1.00

*X-AXIS, LEGENDX

Description for horizontal axis

Ex. Period Tn (sec)

*Y-AXIS, LEGENDY

Description for vertical axis

Ex. Absolute Acceleration (g)

*UNIT&TYPE, UNIT, TYPE

Description for units in use and data type

UNIT: GRAV, MM, CM, M, INCH (IN, IN.), FEET (FT, FT.) allowed.

TYPE: ACCEL (Acceleration), VELO (Velocity), DISP (Displacement) allowed

*FLAGS, SPECTYPE, DAMPINGUSE

Description for spectrum type and damping ratio in use

SPECTYPE: 1 for Tripartite spectrum type, 0 for the other cases

DAMPINGUSE: 1 for using Damping Ratio, 0 for not using Damping Ratio

*DATA

To define where the data starts

*DAMPING, DAMPINGRATIO

Description for damping ratio

It is defined when damping ratio is 1 only.

X-Data, Y-Data

X: Period, Y: Spectral Data

X-Data: Spectral Data for X-axis

Y-Data: Spectral Data for Y-axis

Ex. 1.00000E-006, 2.50000+000

      1.20000E-001, 2.50000E+000

     …

*ENDDATA

To define when the data ends

It is used after ‘*DATA’ is defined.

 

'fn.spd' file format - User-defined

*UNIT

Description for units in use

UNIT: MM, CM, M, INCH, FEET, GRAV allowed

*TYPE

Description for data type

TYPE: ACCEL (Acceleration), VELO (Velocity), DISP (Displacement) allowed.

*Data

To define when the data starts

X-Data, Y-Data

X: Period, Y: Spectral Data

Ex. 1.00000E-006, 2.50000+000

      4.00000E-002, 2.50000E+000

       …

 

'fn.thd' file format - User-defined ** Comments - Entry allowed anywhere

*UNIT, LENGTH, FORCE

Description for length and force

LENGTH: MM, CM, M, INCH(IN, IN.), FEET(FT, FT.) allowed

FORCE: KG, KGF, TON, N, KN, LBF, KIP, NULL allowed

*TYPE

Description for data type

TYPE: ACCEL (Acceleration), VELO (Velocity), DISP (Displacement) allowed.

*Data

To define when the data starts

X-Data, Y-Data

X: Period, Y: Spectral Data

Ex. 1.00000E-006, 2.50000+000

      4.00000E-002, 2.50000E+000

       …

 

Access the built-in response spectrum load cases in MIDAS Gen database

 


Use the feature to enter spectrum functions created in accordance with the standards. Select the standard from the spectrum function list and enter the desired parameters.

 

The built-in design spectrum types are as follows :

 

IBC2012: International Building Code 2012

 

IBC2009: International Building Code 2009

 

IBC2000: International Building Code 2000

 

UBC (1997): UBC 97 standards

 

UBC 88-94: UBC 91 standards

 

NBC (1995): NBC 95 standards

 

Eurocode-8 (2004): Design provisions for earthquake resistance of structures. General rules. Strengthening and repair of

buildings.

 

Note. Available National Annexes are as follows:

Recommended

Singapore

 

Eurocode-8 (1996) Design: Design provisions for earthquake resistance of structures. General rules. Strengthening and repair of buildings.

 

Eurocode-8 (1996) Elastic: Design provisions for earthquake resistance of structures. General rules. Strengthening and repair of buildings.

 

P100-1 (2013) Design: Rumanian Seismic Code

 

P100-1 (2013) Elastic: Rumanian Seismic Code

 

IS1893 (2002): Indian Standards

 

Taiwan (2006): Taiwan Seismic Code

 

Taiwan (1999) Horizontal: Taiwan Seismic Code

 

Taiwan (1999) Vertical: Taiwan Seismic Code

 

TaiwanBrg (89) Horizontal: Taiwan Seismic Code

 

TaiwanBrg (89) Vertical: Taiwan Seismic Code

 

NSR-10: Colombian Earthquake Resistance Building Code Ultimate Strength Design

 

(available upon request)

 

Japan (Arch, 2000): Japan, Arch. Assoc.- Building structure loading & comm.

 

Korean (KBC 2009/2005): Korea Building Code-Structural, KBCS

 

Korea (Arch, 2000): Buildings loading criteria and commentaries

 

Korea (Arch, 1992): Regulations related to structural criteria for buildings

 

Korea (Bridge): Specification for Roadway Bridge

 

China Shanghai (DGJ08-9-2003): Shanghai Code for Seismic Design of Buildings

 

China (GB50011-2010/2001): Code for seismic design of buildings

 

 

Note 1

For details of input parameters, refer to Loads > Lateral Loads > Static Seismic Load.

 

Note 2

From spectrum Used option, select a Spectrum in order to generate a function. This spectrum Used option cannot be applicable to Static Seismic Loads.

 

Note 3

Importance factor (I) in the combo box can be defined by selecting the factor in the drop-down menu or by typing the factor directly.

 

Enter directly the spectral data in the entry fields in the Add/Modify/Show Response Spectrum Functions dialog box

 

The user directly enters the period and spectrum values in the entry field to the left of the dialog box.

 

For easy interpretation, the spectrum functions are processed in graphs representing spectrum values vs periods. The spectrum functions corresponding to the natural periods of the structure are linearly interpolated in the response spectrum analysis. Thus, it may be prudent to provide functional values at closed intervals where the curvature suddenly varies. In addition, the range of periods for the spectrum functions must include all the natural periods of the structure.