Signals/Cross-capacitance.md

@@ -2,10 +2,10 @@ The chemical potential of the quantum dots used in spin-qubit devices determines
 will be loaded in the quantum dot. The chemical potential is controlled by a plunger gate close to the quantum dot.
 However, due to the small distance between quantum dots the potential of a quantum dot is also affected
 by neighboring plunger and barrier gates. This is the capacitive cross-talk, or cross-capacitance, from a gate to
-other quantum dots. This cross-capacitance is classical in nature and can be corrected by pulse_lib using
+other quantum dots. This cross-capacitance is classical in nature and can be corrected by pulse-lib using
 "virtual gates".
 
-A virtual gate is a pulse_lib channel that outputs a pulse sequence on multiple AWG channels
+A virtual gate is a pulse-lib channel that outputs a pulse sequence on multiple AWG channels
 such that only a single chemical potential or single tunnel coupling will be affected by the pulses.
 Virtual gates are defined by a virtual gate matrix.
 
@@ -32,13 +32,13 @@ A correct virtual matrix will remove the slant from the lines in the charge stab
 See *Loading a quantum-dot based "Qubyte" register*, C. Volk (2019), for a detailed description of cross-capacitance and virtual gates.
 
 
-# Virtual gate matrix in pulse_lib
+# Virtual gate matrix in pulse-lib
 
-Pulse_lib inverts cross-capacitance matrix $`M`$ to calculate the voltages on the output channels.
+Pulse-lib inverts cross-capacitance matrix $`M`$ to calculate the voltages on the output channels.
 
 $`\begin{pmatrix} P1 \\ P2 \\ P3 \end{pmatrix} = M^{-1} \begin{pmatrix} vP1 \\ vP2 \\ vP3 \end{pmatrix}`$
 
-The cross-capacitance matrix (real-to-virtual) can be passed to pulse_lib, but also the inverted
+The cross-capacitance matrix (real-to-virtual) can be passed to pulse-lib, but also the inverted
 matrix (virtual-to-real) can be passed. The cross-capacitance matrix has to be a square matrix, because it
 must be invertible. The virtual-to-real matrix doesn't have to be square.