September 1935 Short Wave Craft
[Table of Contents]
People old and young enjoy waxing nostalgic about and learning some of the history of early electronics.
Short Wave Craft was published from 1930 through 1936. All copyrights are hereby acknowledged. See all articles
from Short Wave Craft.
Author George Shuart published this first
of a multipart series of basic electronics theory in the September 1935 issue of Short Wave
Craft magazine. He began with alternating current and the familiar analogy to various forms of
mechanical oscillations, specifically, waves on the surface of water when agitated in a sinusoidal
manner. Translating a point on a rotating disc into a time-varying plot is also demonstrated. His
transformer analogy of voltage and current ratios as a function of power conservation between
primary and secondary windings uses a hydraulic system that exploits a mechanical advantage.
See Part 1,
Part 2, and
Radio Amateur Course - Alternating Current
Conducted by George W. Shuart
Lesson No.1 - Alternating Current
Fig. 1A - An analogy for wave motion and how alternating current reverses from positive
to negative many times a second.
Fig. 1B - A hydraulic analogy for A.C.
Fig. 2A - The production of a magnetic field about a simple A.C. electromagnet.
Fig. 2B - The interlocking magnetic field produced in the A.C. transformer, and which
links the secondary with the primary.
Fig. 2C - A simple method for recording the fluctuations or periodical changes occurring
in an alternating current by drawing a slip of paper along under the recording needle, which is attached
to the vibrating armature or reed.
Fig. 2D - A very interesting analogy for the A.C. transformer, in which the voltage
applied to the primary may be changed to a higher or lower voltage in the secondary. In the hydraulic
press shown above, a pressure of 50 pounds exerted by the small downward moving piston at the left,
is eventually transformed into an increased pressure of 250 pounds in the large cylinder at the right.
Fig. 3 - Mechanical analogy of the action taking place in an A.C. transformer. As
the secondary current represented by the weight "S" increases, the primary current also increases.
After reading several thousand letters received from short-wave amateurs, including both licensed
hams as well as prospective hams, the editors concluded to follow the suggestion made in many of these
letters to the effect that a course in short waves, from the ham angle, would be very welcome and useful.
It will be especially prepared so as to gradually carry the student along through the elements of oscillatory
circuits and the how and why of the vacuum tube.
In order to understand the workings and phenomena of various radio circuits, it is essential that
the student have a thorough knowledge and understanding of alternating current (A.C.) electricity. There
is nothing so difficult about A .C. if the student forms a clear mental picture of just what happens
in the production of this type of electricity. Most of us are familiar with the operation of direct
current which is a steady uniform flow of electricity in one direction. A.C., on the other hand, is
unlike D.C. inasmuch as the direction of flow is not uniform or constant. In Fig. 1 we have a straight
line which is known as the time line. The waving line drawn along the straight line represents alternating
current. Starting at the left of the line we find that the current is zero; as we proceed to the right
along this time line the current builds up gradually until it reaches a maximum and then decreases gradually
to zero; it then builds up in the opposite direction to another maximum and finally decreases to zero
again. This represents one complete cycle in which the current has gone through two alternations.
In Fig. 1 two complete cycles are shown. If this were to take place in the period of one second it
would be said to have a frequency of two cycles. Hence, the term 60-cycle A.C. which is commonly used
for designating the type of electricity used in home service, which means 60 complete cycles or 120
alternations per second. The frequency of alternating current is the number of times a complete cycle
takes place in a period of one second.
To obtain a clear picture of the operation previously described let us refer to Fig. 1-B, which shows
the hydraulic analogy. We have a cylinder pump with a complete loop through which a liquid can be pushed.
The piston of this pump is driven by a motor or else by hand. If the drive wheel "A" is turned to the
left the piston moves to the left, forcing the liquid through the tube "L," in one direction and causing
the indicator at the top of the loop to indicate that pressure is being exerted upon it. When the piston
is to the extreme left and the motor-driven disc has rotated through 180 degrees, the flow stops, allowing
the indicator hand to return to zero, due to the two centering springs which are attached to it. This
indicates half of a cycle.
Then, as the motor is rotated through the remaining 180 degrees, the opposite of the previously mentioned
action takes place, causing the vane or indicator to register a maximum in the opposite direction, and
then return to zero after that half of the cycle is completed.
Associated with alternating current we also have voltage or pressure, termed E.M.F. or electromotive
force. This voltage is alternating in the same manner as the current and at the same frequency.
The chief value of alternating current lies in the fact that it can be transmitted over long distances
at high voltages and low currents, permitting the use of small wire and greater saving in cost, and
at intervals stepped down to lower voltages with high currents through the medium of the transformer.
The action of the transformer, briefly explained, is to step the imposed voltage up or down depending
upon what the case may require.
If we connect a coil of wire such as shown in Fig. 2A, preferably one that has an iron core, to a
110-volt 60-cycle A.C. source, or any A.C. generator for that matter, we find that the continuously
alternating current flow through the coil induces a magnetic field (radiated lines of force) about the
coil, see Fig. 2A. This field builds up and collapses twice for every cycle of the imposed alternating
Now. if we were to place another coil in close proximity to this coil and one of similar design,
we would find that the fluctuating magnetic field in the one coil would induce an E.M.F. or voltage
in the added coil; this is known as induction. The entire theory of a transformer is based upon this
fact and operates on a plan or principle of mutual induction.
If the two coils shown in Fig. 2B have the same number of turns and we impose a potential of 110
volts upon the primary, then theoretically we will have 110 volts across the two terminals of the secondary.
No current will flow in this secondary until it is either short-circuited wholly or in part, either
by connecting the two terminals together or by inserting between the two terminals a resistor. The current
which will then flow depends upon the resistance of the short circuit.
This resistor is known as the load circuit. If the load circuit is purely resistive, that is noninductive
and non-capacitive, Ohm's Law can be applied in the same manner as when solving direct current problems.
If no load is connected across the secondary terminals of the transformer, the only current which will
be flowing in the primary will be that amount which is necessary to energize the primary circuit and
is usually termed the magnetization current. But, just as soon as we impose a load upon the secondary
and cause a current to flow in this circuit, which incidentally flows in a direction opposite to the
current flow in the primary; we have an increase in the primary current.
In order to obtain a clearer picture of just what happens in the primary and secondary of a transformer
we offer the mechanical analogy shown in Fig. 3. The two outer scales marked from 0 to 10 in steps of
two units, represent the amount of current in either primary or secondary that would be shown on an
The horizontal or tilting beam represents the fields of the primary and secondary moving in the opposite
direction. The ratio of the transformer is 1:1. The field of any coil is analogous to the current flowing
Weight "S" represents the secondary current; weight "P" represents the primary current. As weight
"S" moves down the scale it increases the field or lines of force of the secondary which, because they
are analogous to the current therein, are in opposition to the field already in the core and tend to
decrease it, thus raising weight "P," which is the primary current, upward until the platform becomes
horizontal, indicating the same amount of primary current as secondary current.
When the weight "S" is opposite one zero mark, weight "P" in this analogy, will also be opposite
the other zero mark. However, as previously mentioned, there is always a slight amount of current flowing
in the primary circuit in order that it may be energized.
Always remember that the current in the primary and secondary of the transformer are opposite and
that the fields are also opposite.
In all cases, though, it is important to remember that the frequency of the alternating current in
the secondary is absolutely the same as the frequency in the primary circuit.
So far as we have considered the two coils, the primary and secondary windings are identical and
therefore the voltage in the secondary circuit will be the same as the voltage impressed upon the primary.
However, if the number of turns in the secondary coil is one half the number of turns in the primary
coil, the voltage will also be one half of the primary voltage. As an example: in transformer design,
if we have a primary consisting of 550 turns and we impose a potential of 110 volts upon it, we find
by dividing the number of turns by the imposed voltage we have five turns per volt.
In designing the secondary then all we have to remember is that for every volt required in the secondary
circuit, we should have five turns. Space and time do not permit the complete technical discussion of
transformer design and we suggest that the readers refer to some of the excellent books which have been
published covering this subject. *
If one would like to obtain a visual picture of the field and action of alternating current when
applied to a solenoid a simple experiment can be made by constructing the apparatus shown in Fig. 2C.
This consists of a coil having an iron core and beside this core a thin piece of steel is mounted. By
fastening a piece of pencil lead to this piece of steel and placing under it a piece of paper, so that
the lead comes in contact with the paper as it is moved along, the electrical action can be transferred
to the paper by applying 110-volts 60-cycle A.C. to the coil, when the thin strip of steel will vibrate
back and forth rapidly.
Now as we pull the paper forward at the rate of 1 foot per second we will have approximately 60 complete
cycles drawn on the paper, very much similar to those shown in Fig. 1A.
A hydraulic analogy of the action of a transformer is illustrated in Fig. 2D, in the form of a hydraulic
jack. We have a small pump to the left, which pumps liquid into a large cylinder, forcing the piston
of this cylinder upward.
The principle is as follows: in the small pump we have high pressure and small quantity which, translated
into electrical terms would mean, "high voltage and low current." In the large chamber of the hoist
or jack, we have a large quantity and a low pressure. If the ratio between the areas of the two cylinders
is 5 to 1 (1 square inch for the pump and 5 square inches for the hoist), then for every 5 inches of
movement of the small pump, we have a movement of 1 inch in the large one. The reason one man can lift
hundreds of pounds with this hoist is because if we exert a pressure of 50 pounds per square inch upon
the small pump, we will have a lifting force equal to the ratio between the two, or 250 pounds, which
will be lifted 1 inch for every 5 inches we move the pump at a pressure of 50 pounds.
Of course, this would only be true if there were no losses in the action of the pump; however as
there is some loss, the pump is less than 100 percent efficient and we find the ratio of power transfer
to be slightly less than 5 to 1. This also holds true in the operation of an electrical transformer
which usually runs anywhere from 70 percent to 85 percent efficient.
The foregoing explanations of alternating current electricity and action of transformers was given
in the briefest possible manner in order to acquaint the student with some of the principles involved,
so that he may clearly understand some of the actions which will take place in radio circuits to be
described later on in this series of lessons. For those seriously interested in the technical side of
alternating current electricity we suggest that they read some of the excellent works on this subject.
E = I X R
I = E / R
R = E / I
Where E is the voltage, I is the current and R is the resistance of D.C. circuits or A.C. circuits,
where the circuit measured is purely resistive, noninductive, and non-capacitive, and the power factor
*Alternating Current Electricity, by Timble and Higbie.
Posted May 4, 2017