Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit393-03-20030115_003000_20030115_051400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2003/01/15 |
Start Time | | 2003/01/15 00:30 |
End Time | | 2003/01/15 05:12 |
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 | | 30.49 |
Dipole Tilt, in Y-Z GSE plane, deg | | -17.27 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 145.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit393-03-20030115_003000_20030115_051400-constBx0 |
Minimum Dst Value | | -3 |
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 GOES-9 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. |