The technical
composition of capital refers to the physical relation between the
quantity of constant capital ([fixed capital] buildings, machines,
tools, [circulating constant capital] raw materials and auxiliary
materials) and the quantity of labour required to process it.
In practice, the
technical composition is a relation between the quantity of
circulating constant capital, and the quantity of labour that
processes it. If a machine with 50 spindles replaces a machine with
10 spindles, the relation is still 1 machine to 1 worker, but, in
the former case, the relation is 5 times as much material processed
by 1 worker, i.e. a rise in the technical composition.
In fact, the
technical relation between fixed capital and labour tends to
decline. A handicraft workshop employs 10 workers, a manufactory
employs 100 workers with hand tools, a large-scale industrial
factory, based on machine production, employs 1,000 or more workers,
for example. In each case, its one building to varying numbers of
workers, and as capital accumulates and production expands, the
number of workers per building rises, meaning a lower technical
composition in relation to fixed capital.
Similarly, a
handicraft worker uses many different tools as fixed capital, and
all these tools are replaced by one machine. A carpenter, for
example, uses hammers, mallets, chisels, saws, screwdrivers, planes.
A woodworker in a machine factory uses just one machine, as part of
the division of labour. Either the machine performs the functions
of several tools, or several different machines are employed, each
with their own worker.
What increases is
not the quantity of fixed capital per worker, but the size and
complexity of each unit of that fixed capital, i.e. a factory that
holds 1,000 workers, and all of the machinery, as against the
handicraft workshop, which only houses 10 workers, who continue to
produce in the old way, using hand tools. Similarly, it is not that
more machines per worker are employed, but that the machine with 50
spindles is bigger, and more complex than the machine with only 10
spindles.
The Technical
Composition of Capital is the basis of the Organic Composition of Capital. In other words, the machine with 50 spindles enables the
worker to process five times as much cotton as the machine with 10
spindles. So, the mass of cotton processed per worker rises by five
times, and if the unit value of cotton (price per kg.) remains the
same, the organic composition of the capital would rise accordingly.
But, even if the unit value of cotton falls, as a result of a
similar rise in productivity, the total value of cotton processed
will be greater, due to its greater mass, unless its unit value
falls by an even greater proportion. This is the basis of Marx's Law of the Tendency for the Rate of Profit to Fall.
The absolute
quantity of fixed capital employed also rises. A factory that
employs 1,000 workers replaces 10 manufactories employing 100
workers each, or 100 handicraft workshops employing 10 workers each.
However, the transition from handicraft workshop to manufactory, to
industrial factory is itself a reflection of the expansion of
production and accumulation of capital. As capital accumulates, and
output expands, capital becomes more and more concentrated and
centralised. In reality, as capital accumulates, the total number
of factories increases, and the total quantity of machines employed
increases. The total number of workers employed also increases, but
by a smaller proportion than the quantity of raw material processed,
which is a consequence of the rising technical composition.
Although the mass
of fixed capital increases in absolute terms (more factories, more
machines), it falls relative to the mass of output. The industrial
factory that employs 1,000 workers, even if there were no change in
productivity, represents a lower technical relation to its output
than does the handicraft workshop employing 10 workers. If the
latter produces 10 units of output, and the former 1,000 units of
output, the relation is one building to 1,000 units, as compared to
one building to 10 units. But, in fact, the industrial factory, as
a result of higher productivity, would produce far more than 1,000
units.
Its not the number
of factories or machines to workers that rises, but the size and
complexity of the factory and machine. However, an industrial
factory that employs 1,000 workers is not 100 times bigger than the handicraft workshop and, does not cost 100 times what a
handicraft workshop does. A machine with 50 spindles is not five times bigger, and does not cost
five times as much as a machine with only 10 spindles. A diesel engine tractor is, in fact, smaller than a steam driven tractor. The ratio of
the value of fixed capital to labour rises, but by a smaller
proportion than the rise in the mass of output per worker. So, the
value of fixed capital as a proportion of total output value also
falls, alongside the proportion of new value created by labour.
In fact, as Marx
sets out, the unit value of fixed capital may fall relative to
labour due to technological revolutions, and rises in productivity,
even if the mass of fixed capital employed rises significantly. A
1970's mainframe computer costing, say, £2 million, employed, say,
four operators, four programmers, and 2 data entry clerks – 10
workers in total. A modern PC has an equal amount of processing
power, but costs only, say, £500 per machine. That means that 4,000
machines can be bought for the price of a 1970's mainframe, and
these PC's now employ 4000 workers, compared to the 10 employed by
the mainframe.
Similarly, the
technical composition, in relation to the circulating constant
capital, depends upon the economy being one based on manufacture,
and the processing of materials. It is the increased mass of
processed materials that is the basis of the rising technical
composition, and, thereby, organic composition of capital, and
consequently Marx's Law of the Tendency for the Rate of Profit to
Fall. If, the economy is a service based economy that no longer
applies, and, moreover, the part of the economy in which materials
processing occurs, may also see technology reduce the mass and unit
value of the materials, by more efficient use, replacement by other
materials, the creation of new types of commodities that use less
materials, and a general fall in the value of materials due to
rising social productivity.
A sharply rising
technical composition is a function of, and determinant of the long wave cycle, as it reflects a period of intensive, rather than extensive accumulation. The intensive accumulation arises as a
response to crises of overproduction, caused by the mass of capital
rising faster than the labour supply (social working-day), which
limits the production of absolute surplus value, and causes relative
surplus value to fall, as wages rise due to a relative shortage of
labour. That leads to capital engaging in technological innovation
to replace labour.
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