Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit264-11-20020315_162600_20020315_211100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/03/15 |
Start Time | | 2002/03/15 16:26 |
End Time | | 2002/03/15 21:09 |
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 | | -7.58 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.16 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 174.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit264-11-20020315_162600_20020315_211100-constBx0 |
Minimum Dst Value | | 11 |
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. |