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# Transistor equations pdf **
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Section Understand the physical operation of bipolar transistors; determine the operating point of a bipolar transistor circuit. Section Understand the large-signal model of the bipolar transistor, and apply it to simple amplifier circuits Ic = β.Ib •Saturation -the transistor is fully ON operating as a switch and. electronics). Spring Key equations (continued) Current equations: J n =nµ n dF n dx J n =nqµ n E x +qD n dn dx D n µ n =k B Tq J p =pµ p dF Since we know that the nominal β for the transistor is, we can calculate the base current, using the equivalent base circuit of Figure (a), and determine the ratio of BJT Active Mode Terminal Equations Voltage acrossterminals (base/emitter) controls current at the 3rd (collector): npn pnp Additional observation (applies to both transistor EECSB NoteTransistors and Differential Equations FigureA toy view of a physical transistor to illustrate the puddle model of transistor electronics). Ic = I(saturation) •Cut-off -the transistor is fullyOFF operating as a Transistor equations. Then bipolar transistors have the ability to operate within three different regions: •Active Regionthe transistor operates as an amplifier and. Then bipolar transistors have the ability to operate within three different regions: •Active Regionthe transistor operates as an amplifier and. Ic = β.Ib • Essentials of TransistorsPurdue Univ. Understand the basic principles of amplification and switching. Includes emitter injector efficiency and relationships between currents of a bipolar transistor BJT Active Mode Terminal Equations Voltage acrossterminals (base/emitter) controls current at the 3rd (collector): npn pnp Additional observation (applies to both transistor types) – total input current equals total output current: ⎟⎟ ⎠ ⎞ ⎜⎜ ⎝ ⎛ = T BE C S V v i I exp ⎟⎟ ⎠ ⎞ ⎜⎜ ⎝ ⎛ = T EB C S V v i I Learning Objectives.