Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit266-05-20020319_055600_20020319_104000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/03/19 |
Start Time | | 2002/03/19 05:56 |
End Time | | 2002/03/19 10:38 |
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 | | 7.08 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.15 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 173.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit266-05-20020319_055600_20020319_104000-constBx0 |
Minimum Dst Value | | -37 |
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-12 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. |