Database Reference
In-Depth Information
Dying[Age 35 to 44]
=
Infected[Age 35 to 44]*Mortality Rates[Age 35 to 44]/365
Dying[Age 45 to 54]
=
Infected[Age 45 to 54]*Mortality Rates[Age 45 to 54]/365
Dying[Age 55 to 64]
=
Infected[Age 55 to 64]*Mortality Rates[Age 55 to 64]/365
Dying[Age 65 to 74]
=
Infected[Age 65 to 74]*Mortality Rates[Age 65 to 74]/365
Dying[Age 75 plus]
=
Infected[Age 75 plus]*Mortality Rates[Age 75 plus]/365
OUTFLOWS:
New Year[Dim Name 1 1]
=
IF Julian Date
=
0 then
ARRAYSUM(Disease Deaths[*]) else 0
Immunes[Dim Name 1 1](t)
=
Immunes[Dim Name 1 1](t
−
dt)
+
(Surviving[Dim Name 1 1]
+
Moving In 2[Dim Name 1 1]
−
Moving Out 2[Dim Name 1 1]
−
Death Rate 2[Dim Name 1 1]) * dt
INIT Immunes[Dim Name 1 1]
=
0
INFLOWS:
Surviving[Age 0 to 4]
=
DELAY(Infected[Age 0 to 4]
−
Dying[Age 0 to 4],5)
Surviving[Age 5 to 9]
=
DELAY(Infected[Age 5 to 9]
−
Dying[Age 5 to 9],5)
Surviving[Age 10 to 14]
=
DELAY(Infected[Age 10 to 14]
−
Dying[Age 10 to 14],5)
Surviving[Age 15 to 24]
=
DELAY(Infected[Age 15 to 24]
−
Dying[Age 15 to 24],5)
Surviving[Age 25 to 34]
=
DELAY(Infected[Age 25 to 34]
−
Dying[Age 25 to 34],5)
Surviving[Age 35 to 44]
=
DELAY(Infected[Age 35 to 44]
−
Dying[Age 35 to 44],5)
Surviving[Age 45 to 54]
=
DELAY(Infected[Age 45 to 54]
−
Dying[Age 45 to 54],5)
Surviving[Age 55 to 64]
=
DELAY(Infected[Age 55 to 64]
−
Dying[Age 55 to 64],5)
Surviving[Age 65 to 74]
=
DELAY(Infected[Age 65 to 74]
−
Dying[Age 65 to 74],5)
Surviving[Age 75 plus]
=
DELAY(Infected[Age 75 plus]
−
Dying[Age 75 plus],5)
Moving In 2[Age 0 to 4]
=
Immunes[Age 0 to 4]*0
Moving In 2[Age 5 to 9]
=
Immunes[Age 0 to 4]*0.2/365
Moving In 2[Age 10 to 14]
=
Immunes[Age 5 to 9]*0.2/365
Moving In 2[Age 15 to 24]
=
Immunes[Age 10 to 14]*0.1/365
Moving In 2[Age 25 to 34]
=
Immunes[Age 15 to 24]*0.1/365
Moving In 2[Age 35 to 44]
=
Immunes[Age 25 to 34]*0.1/365
Moving In 2[Age 45 to 54]
=
Immunes[Age 35 to 44]*0.1/365
Moving In 2[Age 55 to 64]
=
Immunes[Age 45 to 54]*0.1/365
