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PIXE Homework 3 Physics 100 Union College Fall 20 20 1 Suppose that your x ray detector had an energy resolution of would it be able to separate the lines for p latinum and gold ID: 834727

ray energy energies xd835dc38 energy ray xd835dc38 energies xd835dc3d atomic target pixe wavelengths xd835dc52 xd835dc49 xd835dc60 alpha helium orbital

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1 Name_________________________ PIXE Hom
Name_________________________ PIXE Homework # 3 - Physics 100 Union College Fall 20 20 1 . Suppose that your x - ray detector had an energy resolution of , would it be able to separate the lines for p latinum( ) and gold( )? An energy r esolution mens tht nything smller thn this vlue, nd I won’t be ble to disting uish the lines from each other – the lines will overlap. In other words on an x - ray energy spectrum (a graph of the intensity of x - rays versus their energy, as was shown in homework 2) would you be able to tell the line of platinum from the line of gold? corresponds to . I need to determine the energies for platinum and gold. They are and respectively. The difference in their energies is and thus since they are separated by more than I’d see them s seprte peks. 2 . What are the two shortest wavelengths for Aluminum ( �݈ 13 27 ) atom ? The two shortest wavelengths are given from the energies. The energies are calculated using ∆ � ఈ = � 2 − � 1 = − 13 . 6 �� ( � − 1 ) 2 [ 1 4 − 1 ] = 1 . 469 �� = 2 . 35 × 10 − 16 � ∆ � ఉ = � 3 − � 1 = − 13 . 6 �� ( � − 1 ) 2 [ 1 9 − 1 ] = 1 . 741 �� = 2 . 78 × 10 − 16 � and the wavelengths are given respectively as: � = ℎ � � � ఈ = 6 . 63 × 10 − 34 �� ∙ 3 × 10 8 � � 2 . 35 × 10 − 16 � = 8 . 46 × 10 − 10 ݉ � ఉ = 6 . 63 × 10 − 34 �� ∙ 3 × 10 8 � � 2 . 78 × 10 − 16 � = 7 . 15 × 10 − 10 ݉ 3 . An unknown sin

2 gle element target is used in a PIXE exp
gle element target is used in a PIXE experiment and characteristic x - rays are produced with wavelengths of and . What is most likely the elemental make up of the target? Using and , the element could be Copper using the table of x - ray energies, or it could be Zinc. The actual element is copper because the K  energy is exact. 4 . Show tht the Moseley’s lw for radiation may be expressed as where f is the x - ray frequency. 5. Suppose that you did not have a source of protons in which to perform a PIXE experiment. Rather, you had a source of alpha particles (or helium nuclei.) Describe how you could use the alpha particles to do materials identification of an unknown target material. In particular describe the HIXE (which stands for Helium Induced X - ray Emission spectroscopy) proce ss and what the energy formula for the emitted x - rays might look like. H IXE stands for helium induced x - ray emission spectroscopy. This is a technique whereby a high - energy helium nucleus (an alpha particle) interacts with a target nucleus ejecting an el ectron from an inner atomic orbital of the target atom. An electron from a higher atomic orbital de - excites to the vacancy in the lower atomic orbital with an emission of an x - ray photon. The energy of the photon is characteristic of the atomic nucleus . The process of using alpha particles would be identicl to using protons in the process. As for the “energy formul” the energy formula that we developed in class we obtained by adding together the kinetic and potential energies of an electron in a given orbit. The formula only involves a electron transitioning between two atomic orbitals. It does not reference the incident particle that created the vacancy in the inner atomic orbital. Therefore the energy formula will be exactly the same for HIXE as f or PIXE.

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