The Theory and Practice of BrewingCombrune, Michael
Science
The Theory and Practice of Brewing
Combrune, Michael
Brewing
Iwill give one proof of the certainty of this rule, by setting down the
state of this first mash from it.
15,18
212
-------
3036
1518
3036
-------
A. 3218,16 Number of degrees of heat in 14,66 barrels
of boiling water.
16,00 Barrels of water to first mash.
15,18 Barrels made to boil.
------
,82 Barrel to cool in.
40 Heat of cold water.
B. 32,80 Number of degrees of heat in 1,34 barrels of
cold water.
15,18 Boiling water.
,82 Cold water.
6,32 Volume of grist.
------
C. 22,32 Barrels, volume of the whole mash.
6,32 Barrels, volume of the 11 quarters of
malt.
,40 Heat of the grist.
------
252,80 Number of degrees of heat in the
grist.
32,80 B.
3218,16 A.
-------
C. 22,32 ) 350376 (157 degrees of heat required in the
2232 first mash, as above.
-------
12717
11160
--------
15576
15624
-----
So long as the mixture consists only of two quantities of different
heat, as is always the case of the first mash, the preceding solution
takes place. But in the second and other mashes, where three bodies are
concerned, each of different heat, viz. the boiling water, the cold
water, and the mash, are to be mixed, and brought to a determinate
degree, the rule must be different; yet, like the former, it is the
same with what is used in similar cases of allaying, when different
metals are to be melted down into a compound of a certain standard, or
different ingredients of different value to be blended, in order to
make a mixture of a determinate price. What the different density of
the metals, or the different value of the ingredients are, in these
cases, the different degrees of heat of the boiling water, the grist,
and the air, are in this.
_Rule to ascertain the heat of the second mash, and of the subsequent
ones._
Let the same letters stand for the things they signified before, and
_d_ express the actual heat of the grist, then will
----- -----
x = c - b × m + c - d × n
-------------------------
a - b
or in plain terms, the heat required less (-) the heat of the air,
multiplied (×) by the quantity of water used.
The heat required less (-) the heat of the goods, multiplied (×) by the
volume of the goods.
Their sum (z) divided (÷) by the heat of boiling water, (212) less (-)
the heat of the air.
Will quote the quantity to be made to boil, or to be brought through
(212) the remainder part of the whole liquor for the mash is
consequently the quantity to be cooled in.
Public-domain text, read in full here on John Shaqi.
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