Elecs 2: DC Current

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    Cards (264)

    • Electrical circuit is a system of conductors though which current of electricity flows upon the application of electrical voltage
    • The common conductors in electrical circuits are silver, copper and aluminum.
    • There are two general types of electrical current, distinguished from each other by the manner in which they vary in magnitude and direction; these are classified as (1) direct current and (2) alternating current.
    • A direct current, sometimes called a
      continuous current, is an electric current that
      flows in one direction
    • Direct current can be classified into three
      forms that can be derived from the three
      sources, namely: continuous dc which is
      produced by a battery, unidirectional dc
      derived from a dc generator and pulsating dc
      produced from rectifier circuits (either halfwave
      or full-wave).
    • continuous dc which is produced by a battery
    • unidirectional dc derived from a dc generator
    • pulsating dc produced from rectifier circuits (either halfwave or full-wave)
    • An alternating current is one in which the
      direction alternates regularly and, unless
      otherwise definitely stated, changes
      periodically in magnitude as well as direction
    • The two types of current flow are the
      conventional flow and the electron flow.
    • The conventional flow of current (+ to –
      direction) is still currently the preferred type
      of current flow.
    • The electron flow of current which is opposite to the conventional flow is the actual flow of current
    • Ohm’s law is the law that relates the three
      basic electrical quantities: current, voltage and resistance
    • Ohm's Law was formulated in 1826 by Georg Simon Ohm.
    • Ohm's Law: “The current flowing in a circuit is directly proportional to the voltage (applied emf) and inversely proportional to the resistance.”
    • power is defined as the time rate at which work is done or the time rate of doing work
    • The unit of electrical power is watt (W) named
      after James Watt (1736-1819) where 1 W = 1 J/s =
      1 (V) (A). 1 horsepower (hp) = 746 W.
    • The Joule’s law is about power dissipation of a
      resistance element in a circuit
    • The Joule’s law is about power dissipation of a
      resistance element in a circuit formulated by James Prescott Joule
    • Joule’s law: “Electrical power is dissipated in a
      resistance whenever it carries an
      electrical current. The power
      dissipated is directly proportional
      to the square of electrical current
      and resistance.”
    • Series circuit is a circuit in which components
      like resistances are connected end to end so
      that there is only one path for current flow
    • Parallel circuit is a circuit in which one end of
      each resistance is joined to a common point
      and the other end of each resistance is joined
      to another common point so that there are as
      many paths for current flow as the number of
      resistances
    • This theorem is applicable to series
      circuits where the total source voltage
      is given and voltages across the
      resistances are required
      Voltage Division Theorem
    • This theorem is intended for parallel
      circuits where the current flowing in
      each branch is required.
      Current Division Theorem
    • Network is the interconnection of components
      such as resistors and batteries forming a
      complicated circuit.
    • Branch represents a single element such as a
      voltage source or a resistor
    • Node (n) is the point of connection between two
      or more branches.
    • Loop is any closed path in a circuit.
    • Mesh is a loop which does not contain any other
      loops within it.
    • “In any electrical network, the algebraic sum of the currents meeting at a point (or junction) is zero.”
      Kirchhoff’s Current Law (KCL) or Law of
      Conservation of Current
    • “The algebraic sum of the products
      of currents and resistances in each
      of the conductors in any closed path
      (or mesh) in a network plus the
      algebraic sum of the emfs in that
      path is zero.”
      Kirchhoff’s Voltage Law (KVL) or the Law of
      Conservation of Voltage
    • This method offers the advantage of requiring
      minimum number of equations needed to be
      written to determine desired quantities. This
      method is using the current law alone.
      Nodal Method
    • The method involves a set of independent loop currents assigned to as many meshes as existing in the circuit
      Mesh Current
    • “the voltage across or current
      through an element in a linear circuit
      is the algebraic sum of the voltages
      across or currents through that
      element due to each independent
      source acting alone”.
      Superposition Theorem
    • “Any network with two open
      terminals a and b can be replaced
      by a single voltage source VTH in
      series with a single resistance, Ro.”
      Thevenin‘s Theorem
    • “Any network with 2 open terminals a and b can be replaced by a single current source, ISC in parallel with a single resistance, Ro.”
      Norton’s Theorem
    • “When any number of voltage sources of arbitrarily generated voltage and finite internal resistance different from zero are connected in parallel,
      the resulting voltage across the parallel combination is the ratio of the algebraic sum of the currents that each source individually delivers when
      short-circuited to the algebraic sum of the internal conductance.”
      Millman’s Theorem
    • Also known as Parallel Generator Theorem, this is
      used to compute the voltage at the ends of a circuit made up of only branches in parallel.
      Millman’s Theorem
    • “If an emf in a circuit A produces a current in circuit B, then the same emf in circuit B produces the same current in circuit A.”
      Reciprocity Theorem
    • “Any resistance R in a branch of a network in which a current I is flowing can be replaced for the purpose of calculation, by a voltage equal to IR.”
      Compensation Theorem
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