Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit302-04-20020612_155200_20020612_203600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/06/12 |
Start Time | | 2002/06/12 15:52 |
End Time | | 2002/06/12 20:34 |
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 | | -32.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.45 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 146.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit302-04-20020612_155200_20020612_203600-constBx0 |
Minimum Dst Value | | -17 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Polar for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |