Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit319-07-20020723_175100_20020723_223600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/07/23 |
Start Time | | 2002/07/23 17:51 |
End Time | | 2002/07/23 22:34 |
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 | | -26.16 |
Dipole Tilt, in Y-Z GSE plane, deg | | 3.45 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 204.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit319-07-20020723_175100_20020723_223600-constBx0 |
Minimum Dst Value | | -8 |
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. |