Bandgap
noun
The energy range in a solid where no electron states can exist, significant for understanding electrical and optical properties.
The bandgap of silicon is about 1.1 eV, which makes it suitable for solar cells.
Usage tips
Formal
energy band, semiconductor physics, electronic properties
noun
The energy range in a solid where no electron states can exist, significant for understanding electrical and optical properties.
The bandgap of silicon is about 1.1 eV, which makes it suitable for solar cells.
Usage tips
Formal
energy band, semiconductor physics, electronic properties
Definition 1 of 1
Pro Tip 1/3Understanding Context
The term is commonly used in electronics, so it is important to learn it in that setting.
In electronic discussions about materials.
Pro Tip 2/3Historical Use
'Bandgap' has historical roots in solid-state physics; understanding its evolution can deepen comprehension.
It allows for a broader appreciation of its significance.
Pro Tip 3/3Applications
Recognizing that the bandgap affects device efficiency can influence choice of materials.
In solar cell design and semiconductor applications.
Pro Tip 1/3Understanding Context
The term is commonly used in electronics, so it is important to learn it in that setting.
In electronic discussions about materials.
Pro Tip 2/3Historical Use
'Bandgap' has historical roots in solid-state physics; understanding its evolution can deepen comprehension.
It allows for a broader appreciation of its significance.
Pro Tip 3/3Applications
Recognizing that the bandgap affects device efficiency can influence choice of materials.
In solar cell design and semiconductor applications.
Pro Tip 1/3Understanding Context
The term is commonly used in electronics, so it is important to learn it in that setting.
In electronic discussions about materials.
Pro Tip 2/3Historical Use
'Bandgap' has historical roots in solid-state physics; understanding its evolution can deepen comprehension.
It allows for a broader appreciation of its significance.
Pro Tip 3/3Applications
Recognizing that the bandgap affects device efficiency can influence choice of materials.
In solar cell design and semiconductor applications.
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