Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit287-10-20020509_043300_20020509_091800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/05/09 |
Start Time | | 2002/05/09 04:33 |
End Time | | 2002/05/09 09:16 |
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 | | -9.15 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.67 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 193.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit287-10-20020509_043300_20020509_091800-constBx0 |
Minimum Dst Value | | -15 |
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-1 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. |