32.12
Tipos de Transformadores
Los transformadores pueden proporcionar voltajes deseados a un circuito modificando el número de vueltas en los devanados secundarios.
Si la relación…
Un transformador es un dispositivo eléctrico que genera voltaje de salida dependiendo del número de vueltas en sus devanados primario y secundario.
Si la relación de giro es mayor que uno, se dice que el transformador es un transformador elevador. Tiene un voltaje secundario más alto que el voltaje aplicado en el devanado primario.
Sin embargo, si esta relación es menor que uno, el transformador actúa como un transformador reductor, teniendo un voltaje de salida más bajo que la entrada.
Según la ley de conservación de energía, la potencia entregada en el devanado secundario debe ser igual a la potencia generada en el devanado primario. Sustituyendo el voltaje secundario y reorganizando los términos, se obtiene la expresión para la transformación de la corriente.
Expresando la corriente en términos de resistencia y después de una mayor simplificación, se obtiene la ecuación para el voltaje primario. Comparando esta ecuación con la ley de Ohm se obtiene la ecuación de transformación para la resistencia.
Por lo tanto, un transformador también transforma las resistencias, junto con los voltajes y las corrientes.
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Q1: What determines whether a transformer is step-up or step-down?
A transformer's classification depends on its turn ratio—the ratio of secondary to primary winding turns. If this ratio exceeds one, the transformer is step-up, producing higher secondary voltage than primary voltage. If the ratio is less than one, it is step-down, producing lower secondary voltage. The turn ratio directly determines voltage transformation.
Q2: How does current change when voltage is stepped up in a transformer?
Current and voltage follow inverse relationships in transformers. When voltage is stepped up, current is stepped down proportionally, and vice versa. This inverse relationship maintains energy conservation: the power delivered at the secondary winding equals the power generated at the primary winding, ensuring no energy is lost in the transformation process.
Q3: What is equivalent resistance in a transformer circuit?
A transformer transforms not only voltage and current but also resistance. The input voltage perceives an equivalent resistance equal to the load resistance multiplied by the square of the turn ratio. This transformed resistance value determines how the transformer circuit behaves electrically, affecting current flow and power distribution.
Q4: Why are step-up transformers used at power generating stations?
Step-up transformers at power generating stations increase voltage to high levels for efficient transmission over long distances. The primary windings connect to the power source, while secondary windings connect to transmission lines. High voltage reduces current and minimizes power losses during transmission, making long-distance power distribution economically viable.
Q5: What role do step-down transformers play in home electrical systems?
Step-down transformers reduce transmission line voltage to safe, usable levels for homes and industries. AC adapters charging laptops or powering desktop computers contain small step-down transformers that convert standard line voltage to lower values, typically 3 to 12 volts, protecting appliances and ensuring safe operation.
Q6: How does the turn ratio relate to voltage and current transformation?
The turn ratio is the fundamental parameter governing transformer behavior. Voltage transforms proportionally to the turn ratio, while current transforms inversely. By substituting secondary voltage into power equations and applying Ohm's law, transformation equations for both current and resistance are derived, showing the turn ratio controls all electrical transformations.
Q7: What principle ensures transformers don't create or destroy energy?
Energy conservation law governs transformer operation: power at the secondary winding must equal power at the primary winding. This principle, combined with the inverse relationship between voltage and current, ensures transformers only redistribute electrical energy between windings without loss. Understanding energy losses in transformers requires examining real-world inefficiencies.