![]() ![]() It is simple and helps the designer to quickly estimate if the current work regime corresponds to the transistor SOA. To calculate the power dissipation for a certain work regime of a BJT, it is good to use the formula P B J T = I C V C E. We must note that current and thermal density are also important for reliable transistor operation, as there are overheating spots which may occur in the transistor, but when the power and heat are widely and uniformly distributed across the transistor, it will guarantee long and reliable transistor operation. It determines the ability of a BJT to switch high currents reliably without failures. ![]() The SOA curves also determine the peak power handling capability. The SOA curves show the maximum ratings of current, voltage and power dissipation for reliable usage of a transistor. To avoide these effects it is better to keep the power dissipation of the device under control and keep the work parameters of the device inside the boundaries of Safe Operation Area (SOA), which is usually depicted in the datasheet. The heat is distributed across the transistor non-uniformely, so some parts of the semiconductuctor may overheat which will cause the semiconductor to melt, crack and result in failure. When the current is very high at the BJT, there is a current-emitter voltage drop which may occur and lead to power dissipation problems. The Darlington scheme with two npn BJTs used to create a bigger signal gain. If the β 1 and β 2 are the amplification parameters of transistors, then β 1 + β 2 + β 1 β 2 is the gain of the Darlington scheme. The Darlington scheme consists of two transistors and is depicted in Figure 2. ![]() If we draw the reverse ratio, it will cross with the original curve in the operating point Q, which indicates the dynamic resistance.Īs the BJT may work in the regime of the current amplification, when the collector current is the function of the base curent, so the BJT may be useful for the Darlington scheme, where one transistor amplifies the current and another transistor amplifies the already amplified current. The function of a collector current I C vs base-emitter voltage V B E reminds the current-voltage characteristics of the diode. The current –voltage characteristics for Toshiba BJT 2SC5198 This parameter shows how close our transistor is to an ideal one. If we prolong the tangent to the curves to the left, they will finally cross and we will get the early voltage point. the transistor acts like a current source. T he third region here is active or linear, where the collector current I C is constant for different levels of current-emitter voltage V CE, i.e. It is better not to use the device in this region. The s aturation region commences when the collector-emitter voltage V C E is less than the base voltage V B – this region is non– linear. The cut-off region occurs when the collector current is very close to zero and changes non– linearly. This curve I Cvs V c E is measured at a certain level of base current I B. Figure 1 shows the family of curves for the power BJT that indicate the operating regions of the BJT (saturation, active and cut-off region). collector-emitter voltage, collector current vs base-emitter voltage). The datasheet also shows several curves like the current-voltage curves (collector current vs. It is made for the designer to use the power BJT in a safe mode, maintaining it’s reliability, avoiding failures due to the avalanche mechanisms, contacts evaporation and other degradation mechanisms.įor example, the static characteristics of the Toshiba npn power Bipolar Junction Transistor, 2SC5198 are mentioned in the table of maximum ratings, and are collector-base voltage, collector-emitter voltage, emitter-base voltage, collector and base current and power dissipation characteristics. These characteristics are usually described in the datasheet as maximum ratings. The power BJT static characteristics determine the safe operational regime of the device. ![]()
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