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what What is the charge of linear and non-linear capacitors with same current

The following simple circuit has \$V1\$ as a \$DC \$ voltage supply and \$C1\$ is a linear capacitor and \$C2\$ is non-lineaer capacitor.

It is known that:

\$q_1 = C_1\cdot V_{c1} \$ , hence a linear capacitor

\$q_2 = \alpha\cdot \sqrt{V_{c2}} \$ , non-linear capacitor

Since both capacitors are in series, thus the same current flows through them, is it correct to clime they has the same amount of charge (i.e. \$q_1 = q_2\$) after some \$t \to \infty\$?

schematic

simulate this circuit – Schematic created using CircuitLab

what is the charge of linear and non-linear capacitors with same current

The following simple circuit has \$V1\$ as a \$DC \$ voltage supply and \$C1\$ is a linear capacitor and \$C2\$ is non-lineaer capacitor.

It is known that:

\$q_1 = C_1\cdot V_{c1} \$ , hence a linear capacitor

\$q_2 = \alpha\cdot \sqrt{V_{c2}} \$ , non-linear capacitor

Since both capacitors are in series, thus the same current flows through them, is it correct to clime they has the same amount of charge (i.e. \$q_1 = q_2\$) after some \$t \to \infty\$?

schematic

simulate this circuit – Schematic created using CircuitLab

What is the charge of linear and non-linear capacitors with same current

The following simple circuit has \$V1\$ as a \$DC \$ voltage supply and \$C1\$ is a linear capacitor and \$C2\$ is non-lineaer capacitor.

It is known that:

\$q_1 = C_1\cdot V_{c1} \$ , hence a linear capacitor

\$q_2 = \alpha\cdot \sqrt{V_{c2}} \$ , non-linear capacitor

Since both capacitors are in series, thus the same current flows through them, is it correct to clime they has the same amount of charge (i.e. \$q_1 = q_2\$) after some \$t \to \infty\$?

schematic

simulate this circuit – Schematic created using CircuitLab

1
source | link

what is the charge of linear and non-linear capacitors with same current

The following simple circuit has \$V1\$ as a \$DC \$ voltage supply and \$C1\$ is a linear capacitor and \$C2\$ is non-lineaer capacitor.

It is known that:

\$q_1 = C_1\cdot V_{c1} \$ , hence a linear capacitor

\$q_2 = \alpha\cdot \sqrt{V_{c2}} \$ , non-linear capacitor

Since both capacitors are in series, thus the same current flows through them, is it correct to clime they has the same amount of charge (i.e. \$q_1 = q_2\$) after some \$t \to \infty\$?

schematic

simulate this circuit – Schematic created using CircuitLab