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chemistry · MIT License
Overview
Calculate an Arrhenius rate constant, a second-temperature rate constant, activation energy, or pre-exponential factor and show the rearrangement used.
Usage
Inputs
- Solve mode: k, k2, Ea, or A
- Positive rate constants and absolute temperatures as required
- Activation energy in kJ/mol; pre-exponential factor in the same rate units as k
Outputs
- Requested rate quantity, activation energy, or pre-exponential factor
- Exponent or rate ratio where the interactive mode provides it
Units: Temperature is kelvin, activation energy is kJ/mol, R is 8.314 J/(mol*K), and A and k use matching rate units.
Assumptions and limitations
Assumptions
- The Arrhenius model and a temperature-independent A and Ea are suitable over the interval.
- The two-temperature form compares the same reaction mechanism.
Constraints
- Temperatures, rate constants, and A must be positive; entered Ea is nonnegative except a solved Ea may expose inconsistent data.
Known failures
- Extreme exponents can overflow or underflow floating-point display.
- A mechanism change or non-Arrhenius behavior can make the model misleading.
Compatibility and review
- Review status
- Not calculator tested
- Tested on
- The owner reports personally testing the supplied archive programs on a calculator; exact model, OS, and Python App versions were not recorded
- What happened
- Owner reported interactive testing is disclosed, but the published bytes are not labeled independently calculator tested because the environment is unrecorded and Arrhenius received a narrow intake correction
- Dependencies
- math
- Suggested calculator name
ARRHEQ— you can give it another valid, unique name when you transfer it- Desktop test cases
- Not available for this interactive-only source
This exact source auto-launches an interactive calculator session, so compatibility evidence comes from the recorded physical-device review rather than an importable desktop fixture.
Browser preview
Try the DuckieDai calculator screen
Follow the same opening, solve menu, prompts, validation, and result flow as the downloadable program.
Simulation boundary: This preview uses a reviewed browser adapter. It does not execute the downloaded Python and does not prove TI-Python or calculator compatibility.
TI-84 Plus CE Python · screen preview
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Exact reviewed bytes
Source code
from math import exp,logR=8.314def duckiedai_intro(program_name,wait=True):title=program_name[:16]empty=16-len(title)left=empty//2right=empty-leftprint("+----------------------+")print("| "+" "*left+title+" "*right+" |")print("| |")print("| __ |")print("| ___(o )> quack! |")print("| \\ <_. ) |")print("| `---' |")print("| by DuckieDai |")print("+----------------------+")print("Loading...")if wait:input("Press enter to start ")print("\n"*6)duckiedai_intro("ARRHENIUS")def pos(s):while 1:try:x=float(input(s))if x>0:return xexcept:passprint("Enter a positive #")def ea():while 1:try:x=float(input("Ea kJ/mol: "))if x>=0:return xexcept:passprint("Enter 0 or more")print("ARRHENIUS EQ")print("1 Find k")print("2 Find k2")print("3 Find Ea")print("4 Find A")c=""while c not in ("1","2","3","4"):c=input("Choose 1-4: ")if c=="1":a=pos("A: ")e=ea()*1000t=pos("Temp K: ")try:k=a*exp(-e/(R*t))print("k =",k)except OverflowError:print("k too large")elif c=="2":k1=pos("k1: ")e=ea()*1000t1=pos("T1 K: ")t2=pos("T2 K: ")try:k2=k1*exp((-e/R)*(1/t2-1/t1))print("k2 =",k2)except OverflowError:print("k2 too large")elif c=="3":k1=pos("k1: ")k2=pos("k2: ")t1=pos("T1 K: ")t2=pos("T2 K: ")if t1==t2:print("T1 and T2 differ")else:print("Ea kJ/mol =",-R*log(k2/k1)/(1/t2-1/t1)/1000)else:k=pos("k: ")e=ea()*1000t=pos("Temp K: ")try:print("A =",k*exp(e/(R*t)))except OverflowError:print("A too large")input("ENTER for guide: ")print("QUICK GUIDE")print("Higher T: larger k")print("Higher Ea: smaller k")print("Catalyst lowers Ea")print("R=8.314 J/mol K")print("DuckieDai: done!")input("ENTER to exit: ")
- Filename
arrhEQ.py- Size
- 1837 bytes
- SHA-256
6ab61f3be9266dd9123bc38a0f3309fcb6150a5b8a36391c5307b6cffa24a245
Transfer and launch
- Confirm that your calculator is the Python-capable model named above. This release has no verified calculator OS or Python App version; treat transfer and execution as unverified until independently tested.
- Download the
.pysource above and verify its SHA-256 digest if your computer provides that option. - Use TI Connect CE to send the Python file to a compatible calculator.
ARRHEQis a suggested name; you may choose another valid, unique calculator name. - Open the Python App, select the program, and check sample inputs before relying on other results.
Read the complete installation, launch, troubleshooting, and removal guide.
Availability does not mean a teacher, school, or exam permits this program. Follow the applicable rules.
Version history
- 1.0.0 — current version, published . Download this reviewed version
Any source change requires a new immutable version and digest. Historical downloads remain available only while their review records remain valid.