Posted by shen0124 on April 17, 2008 01:00 AM|Permalink
Comments
1. It appears that one of the key features in detecting a response in the gold nanohole arrays is the change in the index of refraction (See Figure 5).
This figure shows a quadratic (or higher order) dependence on the index of refraction.
On the other hand, Equation 1 suggests a square root dependence. Explain.
2. If this system was used to measure a biointeraction, describe the respective binding isotherm. [Hint: here, we cannot measure mobility shifts to determine the fraction of bound analytes].
For the question 1, because they use the index of refraction (n) as x-axis value, we have to change the dielectric terms in equation 1 to index of refraction. However, when I use n~E^1/2 to replace the dielectric terms in equation 1, I still can't get the quadratic relationship between wavelength shift to index of refraction. Does anyone have another method to answer this question?
I found one question on the comments of my presentation. It was: what's this array advance this area?
In my opinion, the array has more energy that is transfered to the surface than single hole. So it has higher sensitivity. Other reference said the nano hole can focus on the subject better than big holes. It seems much more bright compared with big holes. Other importance is the same as in the summary, like transmission mode operation, a relatively small footprint and repeatability.
The views and opinions expressed in this page are strictly those of the page author. The contents of this page have not been reviewed or approved by the University of Minnesota.
Comments
1. It appears that one of the key features in detecting a response in the gold nanohole arrays is the change in the index of refraction (See Figure 5).
This figure shows a quadratic (or higher order) dependence on the index of refraction.
On the other hand, Equation 1 suggests a square root dependence. Explain.
2. If this system was used to measure a biointeraction, describe the respective binding isotherm. [Hint: here, we cannot measure mobility shifts to determine the fraction of bound analytes].
Posted by: Edgar Arriaga | April 22, 2008 11:31 PM
For the question 1, because they use the index of refraction (n) as x-axis value, we have to change the dielectric terms in equation 1 to index of refraction. However, when I use n~E^1/2 to replace the dielectric terms in equation 1, I still can't get the quadratic relationship between wavelength shift to index of refraction. Does anyone have another method to answer this question?
Thanks
Posted by: Yu-Shen Lin | April 24, 2008 12:13 AM
1. There is a simple relation between the index of refraction n of a non-magnetic material
and the dielectric constant.
dielectric constant=square of n. In equation 1, the square root part is composed of
multiplication of two dielectric constants. So it's similar with figure 5. The wavelength
shows a quadratic dependence on the index of refraction.
There is also another complex equation to describe the relationship between dielectric
constant and index of refraction. So it's possible that the wavelength shows higher order
deendence on the index of refraction.
2. The SPR signal(peak wavelength shift(R)) of antibody and antigen binding at each
concentration was plotted against the antibody concentration(C). Req=Rmax*C/(C+Kd). Req is
the SPR signal at equilibrium, Rmax is the maximum binding capacity.This equation can be
used to draw the binding isotherm.
For SPR, Kd is measured by the association and dissoaciation rate.Kd=k1/k-1.
Posted by: Yixiao Sheng | April 24, 2008 01:39 AM
I found one question on the comments of my presentation. It was: what's this array advance this area?
In my opinion, the array has more energy that is transfered to the surface than single hole. So it has higher sensitivity. Other reference said the nano hole can focus on the subject better than big holes. It seems much more bright compared with big holes. Other importance is the same as in the summary, like transmission mode operation, a relatively small footprint and repeatability.
Posted by: Yixiao Sheng | April 28, 2008 07:39 AM