Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit277-01-20020413_145300_20020413_193700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/04/13 |
Start Time | | 2002/04/13 14:53 |
End Time | | 2002/04/13 19:35 |
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 | | -19.74 |
Dipole Tilt, in Y-Z GSE plane, deg | | -17.94 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 227.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit277-01-20020413_145300_20020413_193700-constBx0 |
Minimum Dst Value | | -48 |
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-10 for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |