Pt1310 Lab Review

Next, save the excel document with the extensions, '.xlsx' and 'csv'. When the saved 'xlsx' file is loaded into ArcMap, the attributes for data type 'text' has a length of 255, with allowable null values. The numeric data type 'double' has been populated with the precision as 15 and the scale as 6. It allows null values. The data type, 'date' is populated correctly and allows null value.

b. The duration of one bit delay = [(1 bit/ T seconds)=(10,000,000 bits / 1 second )], therefore, T= 0.1ms

Remove the cockroach from it habitat and submerge it in ice water for a few seconds to paralyze it. After the cockroach is paralyzed, using the surgical tools cut a leg (at the hip). The leg should be placed on the cork of the spike box, allowing a bit of the leg to overhang. The stimulation electrode should be placed on the femur and COXA then the electrodes should be connected to the output of the TENS electrical stimulator. Using the provided LabVIEW program, the onset stimulation delivered to the leg as well as its duration can be controlled. The stimulator should be turned on with the correct corresponding channels by turning the knob clockwise, the current intensity of the impulse increase further when the knob is turned clockwise. A

There was an assortment of different changes indicating that chemical changes were taking place such as change in color or chemicals bubbling when combined with another chemical.

In this lab we will be studying electric field plotting through the use of various apparatus. The equipment we will be using includes a digital voltmeter, voltage probes, carbonized acetate sheets, battery, and other tools of measurement. The goal of the lab is for us is to be able to plot lines for charge distributions and to create electric field lines by providing an electric current through carbonized sheets. Once we have completed constructing the electric field lines for the plate charge distribution, we will continue to calculate for the electric field (E = Vx) and begin to plot for the dipole charge distribution. When we have collected all the data needed, we then will finish calculating for all the remaining variables and complete the rest of the lab report.

During this lab each group had to figure out who did the crime based on their blood type and dominant hand. To figure out which hand is the criminal’s dominant hand you have to figure out which hand they would have used to break in. The window that was staged as the crime scene was on the left side of the room, meaning the criminal would have needed to use their right hand to break the window and get inside. At first, I thought the person that did the crime was Mr. Padilla. I thought Mr. Padilla could have been the criminal because he does not have any children, which means that he has more time on his hands to do more things.

Characterization of activated carbon is done by by using SEM (Scanning Electron Microscope) and FTIR (Fourier Infrared Spectroscopy)

The CSC consists of a sequence of four steps which are executed in sequence: \textit{(i)} Nodes use their maximum transmission power to connect to their neighboring nodes; \textit{(ii)} CC-links are established to increase connectivity; \textit{(iii)} The resulting topology from steps 1 and 2 are combined and we use topology control to select the routes towards the sink node that reduce the number of hops to reach the sink node.

BEFORE CONDUCTING THE EXPERIMENT - You should already have submitted to your teacher an EXCELLENT Investigation Design that included:

is the dipole matrix element between the ground and the excited state. With the polarizability \alpha

We concentrate on typical pedestrian speeds of 3 Km/h for users' mobility concern. In order to describe the mobility of the mobile devices, we need to define the contact time between users $k_i$ $\&$ $k_j$. It is the time taken by two mobile nodes to meet again from the last time ($t_0$) within the range of each other and denoted by $\textit{ICT}_{i,j}$, when they were going out of the range from each other, i.e., $ICT_{i,j} = \mathop {\min } \limits_t \left\{ {\left( {t - {t_0}} \right):\left\| {{L_i}\left( t \right) - {L_j}\left( t \right)} \right\| \le R_{i,j},t > {t_0}}, L > 0 \right\}$, where $L_i(t)$ and $L_j(t)$ are the locations of the users $k_i$ and $k_j$ at time $t$, respectively, $R_{i,j}$ describes the range of transmission between $k_i$ $\&$ $k_j$, and $\left\| \bullet \right\|$ is the distance measured between the corresponding nodes. $\textit{ICT}_{i,j}$ is a time duration, which is random variable and is assumed to be independent of time.

Laboratory Tests – All laboratory tests utilize the following reference unless otherwise specified - Pagana & Pagana (2014)

In this section we first briefly explain the properties of a first-order Delta Sigma modulated bit-stream. Based on these properties, we propose the P-N pair method to process the Delta Sigma modulated bit-streams.

For the first part of the lab, our goal was to calculate the time constant, , of an RC circuit. We made an RC series circuit and connected it to the Rigol wave generator to produce a square waveform for current. Then, we collected data of the voltage across the capacitor at different points in time using a myDAQ and the 4BL application. In order to find the time constant, we linearized the voltage we measured across the capacitor and then performed a linear regression on the data. The equation for the voltage across the capacitor as a function of time is:

So, we have triples (t1i, t2j, t3k) from the set T1, T2 and T3 of size n each. We divide the time in 3n disjoint interval. For each tuple, we can find job that require same intervals si, sn+j, s2n+k.