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Depreciation

Depreciation is a part of the cost calculation with the engineering formula. It considers the loss of value of a working system during its life span.

Imagine you plan to buy a machine. It is very expensive, so the decision should be made carefully.  If you intend to get a loan from the bank, you need a plan to pay the money back within a certain time. That means: Hour by hour you must put aside a certain sum, which you will transfer to your bank at the end of the month.We call this depreciation.

The lifetime of a tool or machine is limited. There are several reasons for decay:

•       Technical decay (obsolescence) depends on technical progress: when new and better machines appear, your old machine may be no longer competitive.

•       Technical aging (wear) happens when parts of the machine become thin, stiff, inflexible, and break, i.e.

•       In some situations, we have only limited use of a machine, afterwards we will not need it any longer.

•       Or the machine suffers from a “fashion change”, when your technology will become unfashionable, and nobody will be interested in this technology any longer.

Depreciation is the response to the progressive loss of value of your machine. During this time, we must pay back the initial investment.

If we did not borrow the money from the bank, we have taken it from the “investment pool” of our company. We have only changed money into a machine with the same value. When the value of the machine decreases, we must pay back into this pool in order to stay as “rich” as before.

A third argument for depreciation deals with taxes:

Since the taxes are based on the win, we should not forget the hidden costs by the daily devaluation of our equipment.

How do we calculate depreciation?

•       First, we decide how many years the machine will be used.

•       Then we ask, whether it will be possible to sell the old machine at the end of the utilization time. But be careful there! Normally there is some residual value, but we may want to assume that it is 0 and use it as a silent reserve to compensate the higher price for a new machine – due to inflation and technical development.

•       The annual depreciation now is calculated as the initial investment minus the assumed residual value divided by the number of years.

This is called linear depreciation. In fact, real devaluation is not linear (here implied with red or green) but in practical term a linear solution is good enough and it is easier to calculate.

(See more at TDiv PR1-C02)

 


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