superposition$80385$ - traducción al holandés
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superposition$80385$ - traducción al holandés

THEOREM IN ELECTRICAL PHYSICS PROVIDING A RELATIONSHIP BETWEEN VOLTAGES OF BRANCHES OF A BILATERAL LINEAR CIRCUIT
The Superposition Theorem; Superposition theorem (electric networks)

superposition      
n. gelijkenis; overeenkomst
machine language         
SET OF INSTRUCTIONS EXECUTED DIRECTLY BY A COMPUTER'S CENTRAL PROCESSING UNIT (CPU)
Native code; Machine instruction; Machine Code; Machine language; Machine Language; Native applications; Native execution; Machine instruction (computing); Program machine code; Machine instructions; CPU instruction; CPU instructions; Opcode-level programming; Opcode level; Overlapping instructions; Overlapping instruction; Overlapping machine instructions; Overlapping machine instruction; Overlapping opcodes; Overlapping opcode; Overlapping opcode sequences; Overlapping opcode sequence; Overlapping op-codes; Overlapping op-code; Overlapping op-code sequences; Overlapping op-code sequence; Superpositioned code; Code superposition; Instruction overlapping; Code overlapping; Instruction scission; Opcode overlapping; Jump into the middle of instruction; Instruction overlapping technique; Jump in the middle; Jump into the middle of an instruction; Jumping into the middle of an instruction; Jumping into the middle of instruction; Code overlap; Overlapping code; Overlapped instruction encoding; Overlapped instruction; Overlapped instructions; Semantic code overlapping; Semantic overlapping (computing); Physical overlapping (computing); Physical code overlapping; Overlapped code; Code interleaving; Code outlining; Overlapping instruction sequences; Overlapping instruction sequence; Code-overlapping technique
machinetaal (programmeringstaal geschreven in binaire codes met aanwijzingen die door een computer uitgevoerd worden)

Definición

superpose
¦ verb place (something) on or above something else, especially so that they coincide.
Derivatives
superposed adjective
superposition noun
Origin
C19: from Fr. superposer.

Wikipedia

Superposition theorem

The superposition theorem is a derived result of the superposition principle suited to the network analysis of electrical circuits. The superposition theorem states that for a linear system (notably including the subcategory of time-invariant linear systems) the response (voltage or current) in any branch of a bilateral linear circuit having more than one independent source equals the algebraic sum of the responses caused by each independent source acting alone, where all the other independent sources are replaced by their internal impedances.

To ascertain the contribution of each individual source, all of the other sources first must be "turned off" (set to zero) by:

  • Replacing all other independent voltage sources with a short circuit (thereby eliminating difference of potential i.e. V=0; internal impedance of ideal voltage source is zero (short circuit)).
  • Replacing all other independent current sources with an open circuit (thereby eliminating current i.e. I=0; internal impedance of ideal current source is infinite (open circuit)).

This procedure is followed for each source in turn, then the resultant responses are added to determine the true operation of the circuit. The resultant circuit operation is the superposition of the various voltage and current sources.

The superposition theorem is very important in circuit analysis. It is used in converting any circuit into its Norton equivalent or Thevenin equivalent.

The theorem is applicable to linear networks (time varying or time invariant) consisting of independent sources, linear dependent sources, linear passive elements (resistors, inductors, capacitors) and linear transformers.

Superposition works for voltage and current but not power. In other words, the sum of the powers of each source with the other sources turned off is not the real consumed power. To calculate power we first use superposition to find both current and voltage of each linear element and then calculate the sum of the multiplied voltages and currents.

However, if the linear network is operating in steady-state and each external independent source has a different frequency, then superposition can be applied to compute the average power or active power. If at least two independent sources have the same frequency (for example in power systems, where many generators operate at 50 Hz or 60 Hz), then superposition can't be used to determine average power.