Unterschiede

Hier werden die Unterschiede zwischen zwei Versionen angezeigt.

Link zu dieser Vergleichsansicht

Beide Seiten der vorigen Revision Vorhergehende Überarbeitung
Nächste Überarbeitung
Vorhergehende Überarbeitung
Nächste Überarbeitung Beide Seiten der Revision
electrical_engineering_1:dc_circuit_transients [2021/10/30 19:23]
tfischer
electrical_engineering_1:dc_circuit_transients [2021/10/30 20:12]
tfischer
Zeile 10: Zeile 10:
 <callout> <callout>
  
-<WRAP> <imgcaption imageNo01 | Capacitor in electrical circuit> </imgcaption> \\ {{drawio>KondensatorImStromkreis}} \\ </WRAP>+<WRAP>  
 +<imgcaption imageNo01 | Capacitor in electrical circuit>  
 +</imgcaption>  
 +\\ {{drawio>KondensatorImStromkreis}} \\  
 +</WRAP>
  
 Here we will shortly introduce the basic idea behind a capacitor. A more detailed analysis will follow in electical engineering II. \\  \\  Here we will shortly introduce the basic idea behind a capacitor. A more detailed analysis will follow in electical engineering II. \\  \\ 
Zeile 44: Zeile 48:
 <callout> <callout>
  
-In this chapter also time-varying quantities are considered. These are generally marked with small letters. Examples of time-varying quantities are:+In this chapter also time-varying quantities are considered. These are generally marked with lowercase letters. Examples of time-varying quantities are:
  
   * A **time-varying voltage $u_C(t)$ across a capacitor**  or the **voltage $u_s$ of an ac voltage source**  as opposed to a constant voltage $U_q$ across a constant voltage source.   * A **time-varying voltage $u_C(t)$ across a capacitor**  or the **voltage $u_s$ of an ac voltage source**  as opposed to a constant voltage $U_q$ across a constant voltage source.
   * A **time-varying current $i_L(t)$ across a coil** or **time-varying current $i_C(t)$ across a capacitor**.   * A **time-varying current $i_L(t)$ across a coil** or **time-varying current $i_C(t)$ across a capacitor**.
  
-Since the time dependence is already clear from the small letter, these quantities are occasionally not indicated by the trailing $(t)$. So it is $u = u(t)$.+Since the time dependence is already clear from the lowercase letter, these quantities are occasionally not indicated by the trailing $(t)$. So it is $u = u(t)$.
  
 </callout> </callout>
  
-===== 5.1 Time course of the charging and discharging process =====+===== 5.1 Time Course of the Charging and Discharging Process =====
  
 <callout> <callout>
Zeile 310: Zeile 314:
 ~~PAGEBREAK~~ ~~CLEARFIX~~ ~~PAGEBREAK~~ ~~CLEARFIX~~
  
-===== 5.2 Energy of capacitor =====+===== 5.2 Energy stored in Capacitor =====
  
 <callout> <callout>