Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit280-05-20020421_130900_20020421_175400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/04/21 |
Start Time | | 2002/04/21 13:09 |
End Time | | 2002/04/21 17:52 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -21.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.15 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit280-05-20020421_130900_20020421_175400-constBx0 |
Minimum Dst Value | | -52 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |