tdehaeze/digital-brain
1
0
Fork 0
Code Issues Pull Requests Releases Wiki Activity

Update Content - 2025-01-13

Browse Source
This commit is contained in:
Thomas Dehaeze 2025-01-13 15:51:16 +01:00
parent 113065d23b
commit 99b7d16746
1 changed files with 1 additions and 1 deletions
Show Stats Download Patch File Download Diff File Expand all files Collapse all files

2
content/zettels/thermoelectric_cooler.md
View File

@ -24,7 +24,7 @@ The thermoelectric dynamics is described by 3 phenomena:
### The Fourier effect {#the-fourier-effect} ### The Fourier effect {#the-fourier-effect}
The Fourier effect \\(Q\_f\\) describes the energy transfer through **conduction** between the two sides of the Peltier module: The Fourier effect \\(Q\_f\\) describes the energy transfer through **conduction** between the two sides of the Peltier module:
\\[ Q\_f^{1 \righarrow 2} = \frac{K\_m \cdot A}{d} (T\_1 - T\_2) \\] \\[ Q\_f^{1 \rightarrow 2} = \frac{K\_m \cdot A}{d} (T\_1 - T\_2) \\]
for conduction from temperature \\(T\_1\\) to \\(T\_2\\) with \\(K\_m\\) the conductivity of the Peltier module in \\(W/m \cdot K\\), \\(A\\) the area in \\(m^2\\) and \\(d\\) the thickness in \\(m\\). for conduction from temperature \\(T\_1\\) to \\(T\_2\\) with \\(K\_m\\) the conductivity of the Peltier module in \\(W/m \cdot K\\), \\(A\\) the area in \\(m^2\\) and \\(d\\) the thickness in \\(m\\).