pub struct WeightToFee;
Expand description
Handles converting a weight scalar to a fee value, based on the scale and granularity of the node’s balance type.
This should typically create a mapping between the following ranges:
- [0,
frame_system::MaximumBlockWeight
] - [Balance::min, Balance::max]
Yet, it can be used for any other sort of change to weight-fee. Some examples being:
- Setting it to
0
will essentially disable the weight fee. - Setting it to
1
will cause the literal#[weight = x]
values to be charged.
Trait Implementations§
Source§impl WeightToFeePolynomial for WeightToFee
By introducing a second-degree term, the fee will grow faster as the weight increases.
This can be useful for discouraging transactions that consume excessive resources.
While a first-degree polynomial gives a linear fee increase, adding a quadratic term
will make fees grow non-linearly, meaning larger weights result in disproportionately larger fees.
This change can help manage network congestion by making resource-heavy operations more expensive.
impl WeightToFeePolynomial for WeightToFee
By introducing a second-degree term, the fee will grow faster as the weight increases. This can be useful for discouraging transactions that consume excessive resources. While a first-degree polynomial gives a linear fee increase, adding a quadratic term will make fees grow non-linearly, meaning larger weights result in disproportionately larger fees. This change can help manage network congestion by making resource-heavy operations more expensive.
Auto Trait Implementations§
impl Freeze for WeightToFee
impl RefUnwindSafe for WeightToFee
impl Send for WeightToFee
impl Sync for WeightToFee
impl Unpin for WeightToFee
impl UnwindSafe for WeightToFee
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§fn weight_to_fee(weight: &Weight) -> <T as WeightToFee>::Balance
fn weight_to_fee(weight: &Weight) -> <T as WeightToFee>::Balance
Calculates the fee from the passed weight
according to the polynomial
.
This should not be overridden in most circumstances. Calculation is done in the
Balance
type and never overflows. All evaluation is saturating.