Load-Line Analysis Poems

Two equations, one variable pair;
plot both paths on the axes they share.
Where curves cross and constraints agree,
the circuit’s solution is plain to see.

Write two rules for I and V;
draw both curves so you can see.
On shared axes, where they meet,
the circuit’s answer is complete.

Two equations, two variables shared;
two axes, two curves compared.
One crossing, both relations true:
the circuit’s solution comes into view.

Write two rules for I and V.
Plot both paths for all to see.
Same two axes, same shared pair—
Find the crossing: the answer’s there!

Two laws had two unknowns to share;
On two axes we drew them with care.
At their intersection,
We found the connection—
The circuit’s solution was there.

Got two equations,
Both singing I and V.
Yes, two equations,
Both singing I and V.
Lay their curves on two shared axes—
Find the point where they agree.

Two laws lay claim to I and V;
Let shared twin axes hear each plea.
Where curves concur, the contest’s done:
The operating point is won.

Two laws, same unknowns.
Two axes; their curves cross paths.
Both agree right here.

Two equations.
The same two unknowns.
Two axes, shared.

Where the curves meet,
the circuit
keeps both promises.

Two laws aboard for I and V—
Heave ho, plot and see!
On two shared axes, chart the sea—
Heave ho, plot and see!
Where both curves cross, the course is run:
Both laws hold true; the work is done.

Two laws constrain my I and V;
On two shared axes, look for me.
Where both curves cross, I come in view—
What point makes both equations true?

Two rules, same pair—put the math in sight;
Two axes, both traces—get the picture right.
Where the curves connect, both laws reply:
“Here’s your voltage V and your current I.”

Two equations walked in.
Same two unknowns: I and V.
I put their stories on the same two axes.
The curves met at one address.
Both stories checked out.

The circuit’s answer.
Case closed.

Where curves cross, two laws agree;
One point lets both be satisfied.
Two rules relate our I and V;
Where curves cross, two laws agree.
On shared twin axes, plot and see
The circuit’s answer, verified:
Where curves cross, two laws agree;
One point lets both be satisfied.

Current, current, voltage too,
Two equations govern you.
Plot both curves upon one plane;
Let the axes make it plain.
Where they meet, both laws are true:
That’s the circuit solved for you.

Two laws set out with I and V
To find a common ground;
On shared twin axes, curve met curve,
And there their point was found.

The voltage and the current there
Made both equations true;
One crossing gave the pair they sought—
The circuit’s answer, too.

By current’s course and voltage’s might,
Bring two equations into the light.
On two shared axes, let curves appear;
Mark their meeting and make it clear.
Where both laws hold, let the answer be shown:
Current and voltage, no longer unknown.

Two laws, same pair; two axes show
Where curves agree on what can flow.
A point that pleases only one
Has left the circuit half undone.

Two laws lay claim to current, voltage too;
Yet neither law can name the pair alone.
Each draws a curve of pairs that might be true;
When both agree, the working point is known.

Set voltage on one axis of the plane,
And current on the other, rising tall.
Now draw both curves; their crossing will explain
Which pair can heed the circuit’s double call.

A point on just one curve can fail the test:
The second law must also have its say.
The crossing satisfies what both request
And marks the state the circuit must obey.

Where curves concur, both laws at last agree:
The working point unites our I and V.

Where curves concur, the two constraints agree.
Two rules describe the values of one pair;
Both laws hold true for this same I and V.

Each curve displays the pairs its law lets be;
Two axes make the plane that both can share.
Where curves concur, the two constraints agree.

A point on one is not a guarantee;
The other law must find its answer there.
Both laws hold true for this same I and V.

Trace both relations carefully to see
The common point their plotted paths declare.
Where curves concur, the two constraints agree.

The graph makes plain what numbers ought to be;
Read current, voltage, from that point with care.
Both laws hold true for this same I and V.

Let neither law alone serve as the key;
The working point must answer to the pair.
Where curves concur, the two constraints agree.
Both laws hold true for this same I and V.