Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit274-07-20020407_161100_20020407_205600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/04/07 |
Start Time | | 2002/04/07 16:11 |
End Time | | 2002/04/07 20:54 |
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 | | -17.72 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.09 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 208.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit274-07-20020407_161100_20020407_205600-constBx0 |
Minimum Dst Value | | -12 |
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. |