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 THEMIS-E for time period of this run.
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)
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