Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit260-06-20020305_041200_20020305_085700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/03/05 |
Start Time | | 2002/03/05 04:12 |
End Time | | 2002/03/05 08:55 |
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 | | 15.61 |
Dipole Tilt, in Y-Z GSE plane, deg | | -17.18 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 169.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit260-06-20020305_041200_20020305_085700-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 Cluster-2 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. |