Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit303-06-20020615_103000_20020615_151500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/06/15 |
Start Time | | 2002/06/15 10:30 |
End Time | | 2002/06/15 15:13 |
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 | | -28.29 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.73 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 139.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit303-06-20020615_103000_20020615_151500-constBx0 |
Minimum Dst Value | | -4 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Data/Model comparison B plot for GOES-8 for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |