Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jennifer_Meehan_061510_3 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 10 2000 |
Start Time | | 2000/02/10 12:00 |
End Time | | 2000/02/11 02:00 |
Key Words | | Hampton REU 021000 data |
Model | | BATSRUS |
Model Version | | v8.01 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -11.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | 7.70 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 171.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | Jennifer_Meehan_061510_3 |
Minimum Dst Value | | -20 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for GOES-10 for time period of this run.
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)
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