1 |
Maybe
it
is
important
to
note
that
@Skasi's
M
is
neither
base
metal
rate
nor
total
metal
rate,
but
only
OD
metal
rate,
which
depends
on
E
itself.
If
n
is
the
number
of
mexes,
(
m_1,
.
.
.
,
m_n)
their
base
metal
rate
vector
and
(
e_1,
.
.
.
,
e_n)
the
OD
energy
vector,
Skasi's
M=sum_(
k=1)
^(
n)
(
sqrt(
e_k/4)
*m_k)
.
So
@Skasi's
payback
time
of
metal
cost
(
not
energy
cost)
is
time
=
cost/M
=
cost/E
*
E/M,
where
cost/E
describes
the
energy
production
inefficiency
and
E/M
the
OD
inefficiency.
For
Caretaker
it
is
time
=
cost/(
M+.
3)
=
cost/(
E/(
E/M)
+.
3)
.
|
1 |
Maybe
it
is
important
to
note
that
@Skasi's
M
is
neither
base
metal
rate
nor
total
metal
rate,
but
only
OD
metal
rate,
which
depends
on
E
itself.
If
n
is
the
number
of
mexes,
(
m_1,
.
.
.
,
m_n)
their
base
metal
rate
vector
and
(
e_1,
.
.
.
,
e_n)
the
OD
energy
vector,
Skasi's
M=sum_(
k=1)
^(
n)
(
sqrt(
e_k)
/4*m_k)
.
So
@Skasi's
payback
time
of
metal
cost
(
not
energy
cost)
is
time
=
cost/M
=
cost/E
*
E/M,
where
cost/E
describes
the
energy
production
inefficiency
and
E/M
the
OD
inefficiency.
For
Caretaker
it
is
time
=
cost/(
M+.
3)
=
cost/(
E/(
E/M)
+.
3)
.
|