Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: James_Webster_021817_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 02, 2017 |
Start Time | | 2017/01/02 00:00 |
End Time | | 2017/01/02 04:00 |
Key Words | | EDR, Reconnection, MMS |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -26.06 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.23 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 70.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | James_Webster_021817_1 |
Minimum Dst Value | | -201 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Cluster-3 for time period of this run.
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)
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